#include "nmCalculationDllPebiSolverTask.h"
#include "singlePhaseSolver.h"
#include "zxLogInstance.h"
#include "nmDataAnalyzeManager.h"
#include "nmDataWellBase.h"
#include "nmDataVerticalWell.h"
#include "nmDataVerticalFracturedWell.h"
#include "nmDataHorizontalFracturedWell.h"
#include "nmDataReservoir.h"
#include "nmDataAttribute.h"
#include "nmDataRegion.h"
#include "nmDataRegionMark.h"
#include "nmDataOutline.h"
#include "nmDataFracture.h"
#include "nmDataFault.h"
#include "nmDataTimeStepSetting.h"

#include "nmCalculationPebiGrid.h"
#include "nmCalculationUtils.h"
#include "nmDataAnalyzeManager.h"
#include "nmDataPvtParaForPebi.h"

#include <QDebug>
#include <QMutexLocker>
#include <QSet>
#include <iostream>
#include <fstream>
#include <sstream>
#include <map>
#include <algorithm>
#include <stdexcept>
#include <cmath>
#include <float.h>
#include <string>

#include <vtkSmartPointer.h>
#include <vtkDoubleArray.h>
#include <vtkUnstructuredGrid.h>

/**
 * @brief 一口求解井在任务启动时捕获的后处理输入。
 *
 * DLL 模型输入已经保存在场景快照中；这里仅保留生成双对数、半对数和结果井位置
 * 仍需要的数据，后台线程不再回到 DataManager 查井对象。
 */
struct nmPebiSolverWellInputSnapshot
{
    nmPebiSolverWellInputSnapshot()
        : m_nFlowSectionIndex(1),
          m_bRateControlled(false),
          m_bRealWell(false)
    {
    }

    QString m_sWellCode;              ///< 项目内稳定井编码。
    QVector<QPointF> m_vecFlowPoints; ///< 包含首个零点的原始产量制度。
    QPointF m_oLocation;              ///< 捕获时的 Map 坐标。
    int m_nFlowSectionIndex;          ///< 双对数预处理使用的流量段下标。
    bool m_bRateControlled;           ///< 是否为有产量的主动生产/注入井。
    bool m_bRealWell;                 ///< false 表示仅占 DLL 槽位的手工裂缝。
};

/**
 * @brief 一次 PEBI 求解任务独占的完整不可变输入。
 */
struct nmPebiSolverInputSnapshot
{
    nmPebiSolverInputSnapshot()
        : m_nSolverType(nmDataAnalyzeManager::PebiSolverOriginal),
          m_nOmpThreads(1),
          m_nIluReuseSteps(1),
          m_bRequiresGridCalculation(false),
          m_bGridResultNeedsCommit(false),
          m_bAutoFitTargetOnly(false)
    {
    }

    nmPebiGridInputSnapshot m_oGridInput; ///< 网格、场景、井顺序和授权路径值快照。
    nmPebiGridResult m_oGridResult;       ///< 已有网格副本或后台新生成的局部网格。
    QVector<nmPebiSolverWellInputSnapshot> m_vecWellInputs; ///< 与 DLL 井槽位严格对齐。
    QVector<nmPropertyInterpolationDataSet> m_vecPropertyDataSets; ///< 属性插值值副本。
    vtkSmartPointer<vtkUnstructuredGrid> m_pBaseGrid; ///< 完整成果使用的基础 VTK 网格。
    int m_nSolverType;       ///< PEBI 求解器实现类型。
    int m_nOmpThreads;       ///< CPU 加速求解线程数。
    int m_nIluReuseSteps;    ///< ILU 预条件复用步数。
    bool m_bRequiresGridCalculation; ///< 后台是否需先用网格值快照计算一次网格。
    bool m_bGridResultNeedsCommit;    ///< 完整求解成功后是否需在主线程提交新网格。
    bool m_bAutoFitTargetOnly;        ///< true 时只构造目标井临时曲线，不提交成果。
};

namespace {

bool isFiniteSolverNumber(double value)
{
#ifdef _MSC_VER
    return _finite(value) != 0;
#else
    return std::isfinite(value);
#endif
}

// 将启用的数据组插值到全部网格单元中心，并覆盖对应的求解器属性数组.
bool applyPropertyInterpolation(
        HX_NWTM_MODEL_INPUT& modelInput,
        const QVector<nmPropertyInterpolationDataSet>& dataSets,
        const QString& licensePath,
        QString& errorMessage)
{
    bool hasEnabledDataSet = false;
    for(int i = 0; i < dataSets.size(); ++i) {
        if(dataSets[i].useForCalculation) {
            hasEnabledDataSet = true;
            break;
        }
    }

    if(!hasEnabledDataSet) {
        return true;
    }

    QVector<QPointF> targetPoints;
    targetPoints.reserve(static_cast<int>(modelInput.GRID.Trinodexy.size()));
    for(size_t cellIndex = 0;
            cellIndex < modelInput.GRID.Trinodexy.size(); ++cellIndex) {
        const dVec1& cellPosition = modelInput.GRID.Trinodexy[cellIndex];
        if(cellPosition.size() < 2) {
            errorMessage = QString("Grid cell %1 has no valid center coordinate.")
                    .arg(static_cast<qulonglong>(cellIndex));
            return false;
        }
        targetPoints.append(QPointF(cellPosition[0], cellPosition[1]));
    }

    bool kApplied = false;
    bool phiApplied = false;
    bool hApplied = false;
    for(int dataSetIndex = 0; dataSetIndex < dataSets.size(); ++dataSetIndex) {
        const nmPropertyInterpolationDataSet& dataSet = dataSets[dataSetIndex];
        if(!dataSet.useForCalculation) {
            continue;
        }

        dVec1* solverValues = NULL;
        bool* propertyApplied = NULL;
        if(dataSet.property == "k") {
            solverValues = &modelInput.Base.k;
            propertyApplied = &kApplied;
        } else if(dataSet.property == "phi") {
            solverValues = &modelInput.Base.phi;
            propertyApplied = &phiApplied;
        } else if(dataSet.property == "h") {
            solverValues = &modelInput.Base.h;
            propertyApplied = &hApplied;
        } else {
            errorMessage = QString("Dataset '%1' has an unknown property.")
                    .arg(dataSet.name);
            return false;
        }

        if(*propertyApplied) {
            errorMessage = QString(
                        "More than one dataset is enabled for property %1.")
                    .arg(dataSet.property);
            return false;
        }

        QVector<QPointF> measurementPoints;
        QVector<double> measurementValues;
        measurementPoints.reserve(dataSet.points.size());
        measurementValues.reserve(dataSet.points.size());
        for(int pointIndex = 0; pointIndex < dataSet.points.size(); ++pointIndex) {
            const nmPropertyInterpolationPointData& point = dataSet.points[pointIndex];
            measurementPoints.append(QPointF(point.x, point.y));
            measurementValues.append(point.value);
        }

        QVector<double> interpolationValues;
        QString calculationError;
        if(!nmCalculationUtils::calculateKriging(
                    targetPoints,
                    measurementPoints,
                    measurementValues,
                    dataSet.nugget,
                    dataSet.sill,
                    dataSet.range,
                    dataSet.model,
                    licensePath,
                    interpolationValues,
                    &calculationError)) {
            errorMessage = QString("Dataset '%1': %2")
                    .arg(dataSet.name)
                    .arg(calculationError);
            return false;
        }

        solverValues->resize(interpolationValues.size());
        for(int valueIndex = 0; valueIndex < interpolationValues.size(); ++valueIndex) {
            // 属性插值数据层以mD保存；渗透率在写入PEBI数组时转换为D。
            (*solverValues)[valueIndex] = dataSet.property == "k"
                    ? nmCalculationUtils::milliDarcyToDarcy(
                          interpolationValues[valueIndex])
                    : interpolationValues[valueIndex];
        }
        *propertyApplied = true;
    }

    return true;
}

/**
 * @brief 用网格输出和捕获的场景值组装一次完整模型输入。
 */
bool buildModelInputFromSnapshot(
        const nmPebiSolverInputSnapshot& oSnapshot,
        const HX_NWTM_GRID_OUTPUT2& oGridOutput,
        HX_NWTM_MODEL_INPUT& oModelInput,
        QString& sErrorMessage)
{
    const nmDataBinaryTools::NM_PEBI_SCENE& oScene =
            oSnapshot.m_oGridInput.m_oScene;
    oModelInput = HX_NWTM_MODEL_INPUT(oGridOutput);

    // 第一步：恢复井槽位、产量制度和井筒参数。场景与网格快照在同一次捕获中
    // 生成，因此这些外层数组天然使用同一个 DLL 下标顺序。
    oModelInput.T = oScene.solverType;
    oModelInput.Rate.t = oScene.Rate.t;
    oModelInput.Rate.qo = oScene.Rate.qo;
    oModelInput.Rate.qg = oScene.Rate.qg;
    oModelInput.Rate.qw = oScene.Rate.qw;
    oModelInput.CS.C = oScene.CS.C;
    oModelInput.CS.S = oScene.CS.S;

    // 第二步：恢复完整 PVT 数组。不能在工作线程重新读取 PVT 对象，否则界面
    // 切换模型或编辑表格时仍会与求解器发生容器并发访问。
    oModelInput.PVT.p = oScene.PVT.p;
    oModelInput.PVT.pb = oScene.PVT.pb;
    oModelInput.PVT.Rso = oScene.PVT.Rso;
    oModelInput.PVT.Bo = oScene.PVT.Bo;
    oModelInput.PVT.Co = oScene.PVT.Co;
    oModelInput.PVT.miuo = oScene.PVT.miuo;
    oModelInput.PVT.rouo = oScene.PVT.rouo;
    oModelInput.PVT.Rv = oScene.PVT.Rv;
    oModelInput.PVT.Bg = oScene.PVT.Bg;
    oModelInput.PVT.Cg = oScene.PVT.Cg;
    oModelInput.PVT.miug = oScene.PVT.miug;
    oModelInput.PVT.roug = oScene.PVT.roug;
    oModelInput.PVT.Z = oScene.PVT.Z;
    oModelInput.PVT.Rsw = oScene.PVT.Rsw;
    oModelInput.PVT.Bw = oScene.PVT.Bw;
    oModelInput.PVT.Cw = oScene.PVT.Cw;
    oModelInput.PVT.miuw = oScene.PVT.miuw;
    oModelInput.PVT.rouw = oScene.PVT.rouw;
    oModelInput.PVT.V = oScene.PVT.V;
    oModelInput.PVT.k_kinitial = oScene.PVT.k_kinitial;
    oModelInput.PVT.Cf_Cfinitial = oScene.PVT.Cf_Cfinitial;
    oModelInput.PVT.So = oScene.PVT.So;
    oModelInput.PVT.Kro = oScene.PVT.Kro;
    oModelInput.PVT.Sg = oScene.PVT.Sg;
    oModelInput.PVT.Krg = oScene.PVT.Krg;
    oModelInput.PVT.Sw = oScene.PVT.Sw;
    oModelInput.PVT.Krw = oScene.PVT.Krw;

    // 第三步：先用储层参考值填满全部网格单元，再按捕获的属性数据组覆盖。
    oModelInput.Base.Pi = oScene.Base.Pi;
    oModelInput.Base.Cti = oScene.Base.Cti;
    oModelInput.Base.Cf = oScene.Base.Cf;
    oModelInput.Base.Soi = oScene.Base.Soi;
    oModelInput.Base.Sgi = oScene.Base.Sgi;
    oModelInput.Base.Swi = oScene.Base.Swi;
    oModelInput.Base.d = oScene.Base.d;
    oModelInput.Base.dt_Min = oScene.Base.dt_Min;
    oModelInput.Base.dt_Max = oScene.Base.dt_Max;

    const size_t nCellCount = oGridOutput.Trinodexy.size();
    oModelInput.Base.k = dVec1(nCellCount, oScene.Base.k_ref);
    oModelInput.Base.phi = dVec1(nCellCount, oScene.Base.phi_ref);
    oModelInput.Base.h = dVec1(nCellCount, oScene.Base.h_ref);

    return applyPropertyInterpolation(
                oModelInput,
                oSnapshot.m_vecPropertyDataSets,
                oSnapshot.m_oGridInput.m_sLicensePath,
                sErrorMessage);
}

bool isReasonableLogLogValue(double value)
{
    const double maxReasonableAbsValue = 1.0e12;
    return isFiniteSolverNumber(value)
           && value >= -maxReasonableAbsValue
           && value <= maxReasonableAbsValue;
}

bool isValidLogLogPoint(const Point& pt)
{
    return isReasonableLogLogValue(pt.x)
           && isReasonableLogLogValue(pt.y)
           && isReasonableLogLogValue(pt.z)
           && pt.x > 0.0
           && pt.z >= DBL_EPSILON;
}

bool isValidSemiLogPoint(const Point& pt)
{
    return isReasonableLogLogValue(pt.x)
           && pt.x > 0.0
           && !pt.pointData.empty()
           && isReasonableLogLogValue(pt.pointData[0]);
}

typedef bool (*CalPseudoPressure)(double, double&, int);

// mAlgPseudo.dll 是主界面拟压力算法所在模块.
// 此处直接解析 iAlgPseuCaller::calPS 的导出符号, 复用主界面的同一套转换实现.
// 函数参数依次为原始压力、输出拟压力和拟压力分区编号.
CalPseudoPressure getPseudoPressureConverter()
{
    // 静态保存模块和函数地址, 避免每个粒子、每个压力点重复加载和解析 DLL.
    // configPsAbouts() 初始化的数据及模式也保存在同一个 mAlgPseudo.dll 模块中.
    static HMODULE module = LoadLibraryW(L"mAlgPseudo.dll");
    static CalPseudoPressure converter = module
        ? reinterpret_cast<CalPseudoPressure>(GetProcAddress(
              module, "?calPS@iAlgPseuCaller@@SA_NNAANH@Z"))
        : nullptr;
    return converter;
}


}


nmCalculationDllPebiSolverTask::nmCalculationDllPebiSolverTask(
    QString sPostprocessingDir,
    nmDataAnalyzeManager* pDataManager,
    const QString& sAutoFitTargetWellName,
    QObject *parent):
    QThread(parent),
    m_sPostprocessingDir(sPostprocessingDir),
    m_pDataManager(pDataManager != nullptr
                   ? pDataManager
                   : nmDataAnalyzeManager::getCurrentInstance()),
    m_pInputSnapshot(new nmPebiSolverInputSnapshot()),
    m_bManagerUseActive(false),
    m_bInputSnapshotValid(false),
    m_nGridInputRevision(0),
    m_nResultInputRevision(0),
    m_lastRunSucceeded(false),
    m_nSolveTimeMs(-1),
    m_nPebiCount(-1),
    m_dPendingScalarMin(0.0),
    m_dPendingScalarMax(0.0),
    m_bPendingFullResultReady(false)
{
    // 第一步：构造后到 run() 结束前阻止所属成果提前释放 DataManager。
    if(m_pDataManager != nullptr) {
        m_pDataManager->beginBackgroundUse();
        m_bManagerUseActive = true;
    }

    // 第二步：在创建线程内一次性冻结全部值输入。run() 启动后不得再读取
    // DataManager、井、储层、PVT 或属性插值容器。
    m_bInputSnapshotValid =
            captureInputSnapshot(sAutoFitTargetWellName);
}

nmCalculationDllPebiSolverTask::~nmCalculationDllPebiSolverTask()
{
	// Qt 4.8 没有可靠的外部 DLL 协作取消接口。强制 terminate() 可能让 DLL、
	// VTK 或 STL 对象停在持锁/半析构状态，因此析构只能等待 run() 正常退出。
	if(isRunning()) {
		wait();
	}
	releaseDataManagerUse();
    delete m_pInputSnapshot;
    m_pInputSnapshot = nullptr;
}

void nmCalculationDllPebiSolverTask::run()
{
    m_nSolveTimeMs = -1;
    m_nPebiCount = -1;
    m_lastRunSucceeded = this->execute();
    // 完成信号可能触发成果关闭；必须在发信号前结束 DataManager 使用期。
    releaseDataManagerUse();
    emit sig_calculateDone(m_lastRunSucceeded);
}

void nmCalculationDllPebiSolverTask::releaseDataManagerUse()
{
    if(m_bManagerUseActive && m_pDataManager != nullptr) {
        m_pDataManager->endBackgroundUse();
        m_bManagerUseActive = false;
    }
}

bool nmCalculationDllPebiSolverTask::captureInputSnapshot(
    const QString& sAutoFitTargetWellName)
{
    if(m_pDataManager == nullptr || m_pInputSnapshot == nullptr ||
       QThread::currentThread() != m_pDataManager->thread()) {
        qWarning() << "PEBI solver input must be captured on the DataManager thread.";
        return false;
    }

    nmDataNumericalAnalysisCase* pAnalysisCase =
            m_pDataManager->getNumericalAnalysisCase();
    if(pAnalysisCase == nullptr) {
        return false;
    }

    // 第一步：冻结几何和求解输入版本。提交阶段会再次核对，期间发生任何编辑
    // 都只会让旧任务结果作废，不会影响后台正在读取的值快照。
    m_nGridInputRevision = pAnalysisCase->getGridInputRevision();
    m_nResultInputRevision = pAnalysisCase->getResultInputRevision();

    const nmPebiSolverInputSnapshot oEmptySnapshot;
    *m_pInputSnapshot = oEmptySnapshot;
    m_pInputSnapshot->m_bAutoFitTargetOnly =
            !sAutoFitTargetWellName.isEmpty();

    if(m_pInputSnapshot->m_bAutoFitTargetOnly) {
        nmDataWellBase* pTargetWell =
                m_pDataManager->findWellByName(sAutoFitTargetWellName);
        if(pTargetWell == nullptr || pTargetWell->getWellCode().isEmpty()) {
            qWarning() << "Auto-fit target well is unavailable:"
                       << sAutoFitTargetWellName;
            return false;
        }
        m_sAutoFitTargetWellCode = pTargetWell->getWellCode();
    } else {
        m_sAutoFitTargetWellCode.clear();
    }

    // 第二步：捕获网格输入和求解场景。该调用只复制值，不执行 DLL，也不导出
    // CSV，因此任务创建不会等待另一个网格 DLL 或进行无关磁盘写入。
    nmCalculationPebiGrid* pGridService =
            nmCalculationPebiGrid::getInstance();
    if(pGridService == nullptr ||
       !pGridService->captureInputSnapshot(
           m_pDataManager, m_pInputSnapshot->m_oGridInput) ||
       m_pInputSnapshot->m_oGridInput.m_nGridInputRevision !=
           m_nGridInputRevision) {
        return false;
    }

    const QVector<nmSolverWellRef>& vecWellOrder =
            m_pInputSnapshot->m_oGridInput.m_vecSolverWellOrder;
    m_pInputSnapshot->m_vecWellInputs.clear();
    m_pInputSnapshot->m_vecWellInputs.reserve(vecWellOrder.size());

    // 第三步：捕获结果后处理仍需使用的井数据。数组与网格快照中的求解器顺序
    // 一一对应，手工裂缝保留空占位，真实井必须能通过 WellCode 唯一解析。
    for(int nWellIndex = 0;
        nWellIndex < vecWellOrder.size();
        ++nWellIndex) {
        const nmSolverWellRef& oWellRef = vecWellOrder[nWellIndex];
        nmPebiSolverWellInputSnapshot oWellInput;
        oWellInput.m_sWellCode = oWellRef.m_sWellCode;

        if(oWellRef.m_eEntryKind == NM_SolverEntry_ManualFracture) {
            m_pInputSnapshot->m_vecWellInputs.append(oWellInput);
            continue;
        }

        nmDataWellBase* pWellData =
                m_pDataManager->findWellByCode(oWellRef.m_sWellCode);
        if(pWellData == nullptr) {
            qWarning() << "Solver well code is missing from Map:"
                       << oWellRef.m_sWellCode;
            return false;
        }

        oWellInput.m_bRealWell = true;
        oWellInput.m_vecFlowPoints = pWellData->getFlowPoints();
        oWellInput.m_nFlowSectionIndex = pWellData->getIndexF();
        oWellInput.m_oLocation = QPointF(
                    pWellData->getX().getValue().toDouble(),
                    pWellData->getY().getValue().toDouble());
        oWellInput.m_bRateControlled =
                m_pDataManager->getCalculationWellMode(
                    oWellRef.m_sWellCode) == NM_CaseWell_RateControlled;

        if(oWellInput.m_bRateControlled &&
           oWellInput.m_vecFlowPoints.size() < 2) {
            qWarning() << "Rate-controlled well has no valid rate schedule:"
                       << oWellRef.m_sWellCode;
            return false;
        }

        m_pInputSnapshot->m_vecWellInputs.append(oWellInput);
    }

    // 第四步：复制属性插值及 DLL 求解配置。这些设置只影响模型求解结果，
    // 不应在工作线程中再次从 DataManager 查询。
    m_pInputSnapshot->m_vecPropertyDataSets =
            m_pDataManager->getPropertyInterpolationDataSets();
    m_pInputSnapshot->m_nSolverType =
            m_pDataManager->getPebiSolverType();
    m_pInputSnapshot->m_nOmpThreads =
            m_pDataManager->getPebiOmpThreads();
    m_pInputSnapshot->m_nIluReuseSteps =
            m_pDataManager->getPebiIluReuseSteps();

    // 第五步：已有有效网格直接复制 DLL 输出；否则只登记“需要计算”，真正的
    // 网格 DLL 在后台使用上面的值快照执行一次，不再读写 DataManager。
    HX_NWTM_GRID_OUTPUT1 oGridOutput1;
    HX_NWTM_GRID_OUTPUT2 oGridOutput2;
    int nPebiCount = -1;
    if(pGridService->copyCurrentGridFor(m_pDataManager,
                                        oGridOutput1,
                                        oGridOutput2,
                                        nPebiCount)) {
        m_pInputSnapshot->m_oGridResult.m_oGridOutput1 = oGridOutput1;
        m_pInputSnapshot->m_oGridResult.m_oGridOutput2 = oGridOutput2;
        m_pInputSnapshot->m_oGridResult.m_nPebiCount = nPebiCount;
        m_pInputSnapshot->m_oGridResult.m_bSucceeded = true;

        if(!m_pInputSnapshot->m_bAutoFitTargetOnly) {
            m_pInputSnapshot->m_pBaseGrid =
                    m_pDataManager->getUnstructuredGridCopy();
            if(m_pInputSnapshot->m_pBaseGrid == nullptr ||
               m_pInputSnapshot->m_pBaseGrid->GetNumberOfCells() <= 0) {
                return false;
            }
        }
    } else {
        m_pInputSnapshot->m_bRequiresGridCalculation = true;
    }

    return m_pInputSnapshot->m_vecWellInputs.size() ==
            vecWellOrder.size();
}

bool nmCalculationDllPebiSolverTask::wasSuccessful() const
{
    return m_lastRunSucceeded;
}

int nmCalculationDllPebiSolverTask::getSolveTimeMs() const
{
    return m_nSolveTimeMs;
}

int nmCalculationDllPebiSolverTask::getPebiCount() const
{
    return m_nPebiCount;
}

QVector<QVector<double> > nmCalculationDllPebiSolverTask::getAutoFitResultPressure() const
{
    return m_autoFitResultPressure;
}

QVector<QVector<double> > nmCalculationDllPebiSolverTask::getAutoFitResultLogLog() const
{
    return m_autoFitResultLogLog;
}

QVector<QVector<double> > nmCalculationDllPebiSolverTask::getAutoFitResultSemiLog() const
{
    return m_autoFitResultSemiLog;
}

bool nmCalculationDllPebiSolverTask::execute()
{
    return this->execPebiMode();
}


bool nmCalculationDllPebiSolverTask::execPebiMode()
{
    if(!m_bInputSnapshotValid || m_pInputSnapshot == nullptr) {
        return false;
    }

    // 第一步：清空本次任务自己的输出。旧成果仍保留在 DataManager 中，只有主线程
    // 最终提交成功后才会被整体替换。
    m_bPendingFullResultReady = false;
    m_vecPendingWellResults.clear();
    m_mapPendingTimeSteps.clear();
    m_pPendingResultGrid = nullptr;
    m_autoFitResultPressure.clear();
    m_autoFitResultLogLog.clear();
    m_autoFitResultSemiLog.clear();

    nmPebiGridResult& oGridResult = m_pInputSnapshot->m_oGridResult;
    if(m_pInputSnapshot->m_bRequiresGridCalculation) {
        // 第二步：网格无效时只使用构造阶段捕获的值快照调用一次网格 DLL。
        // 自动拟合候选不创建 VTK；完整求解创建局部 VTK，完成后回主线程提交。
        const bool bCreateUnstructuredGrid =
                !m_pInputSnapshot->m_bAutoFitTargetOnly;
        if(!nmCalculationPebiGrid::getInstance()->calculateSnapshot(
               m_pInputSnapshot->m_oGridInput,
               oGridResult,
               bCreateUnstructuredGrid)) {
            return false;
        }

        if(bCreateUnstructuredGrid) {
            if(oGridResult.m_pUnstructuredGrid == nullptr ||
               oGridResult.m_pUnstructuredGrid->GetNumberOfCells() <= 0) {
                return false;
            }

            m_pInputSnapshot->m_pBaseGrid =
                    vtkSmartPointer<vtkUnstructuredGrid>::New();
            m_pInputSnapshot->m_pBaseGrid->DeepCopy(
                        oGridResult.m_pUnstructuredGrid);
            m_pInputSnapshot->m_bGridResultNeedsCommit = true;
        }
    }

    if(!oGridResult.m_bSucceeded ||
       oGridResult.m_oGridOutput1.PEBI_cell.p.empty()) {
        return false;
    }

    // 第三步：由场景值快照重建完整模型输入。属性插值可以耗时，但它只读取任务
    // 自己的点集副本，因此放在工作线程不会阻塞或竞争界面数据。
    HX_NWTM_MODEL_INPUT oModelInput;
    QString sInterpolationError;
    if(!buildModelInputFromSnapshot(*m_pInputSnapshot,
                                    oGridResult.m_oGridOutput2,
                                    oModelInput,
                                    sInterpolationError)) {
        const QString sLogMessage =
                QString("Property interpolation failed: %1")
                .arg(sInterpolationError);
        qWarning() << sLogMessage;
        zxLogInstance::getInstance()->writeLogF(sLogMessage);
        return false;
    }

    // 第四步：建网、模型求解和 Kriging 共用 DLL 全局状态，整个 DLL 调用必须串行。
    QMutexLocker oDllLocker(
                nmCalculationUtils::getHxNwtmDllMutex());
    HMODULE hModelModule = LoadLibrary(L"HX_NWTM.dll");
    if(hModelModule == nullptr) {
        qWarning() << "Failed to load HX_NWTM.dll. Error code:"
                   << GetLastError();
        return false;
    }

    typedef void (*HX_NWTM_MODEL_Fun)(
            HX_NWTM_MODEL_OUTPUT&,
            const HX_NWTM_MODEL_INPUT&,
            std::string);
    typedef void (*SetIntValueFunc)(int);
    typedef int (*GetIntValueFunc)();

    HX_NWTM_MODEL_Fun pfnModel =
            reinterpret_cast<HX_NWTM_MODEL_Fun>(
                GetProcAddress(hModelModule, "HX_NWTM_MODEL"));
    SetIntValueFunc pfnSetSolverType =
            reinterpret_cast<SetIntValueFunc>(
                GetProcAddress(hModelModule, "set_solvetype"));
    SetIntValueFunc pfnSetOmpThreads =
            reinterpret_cast<SetIntValueFunc>(
                GetProcAddress(hModelModule, "set_omp_threads"));
    SetIntValueFunc pfnSetIluReuseSteps =
            reinterpret_cast<SetIntValueFunc>(
                GetProcAddress(hModelModule, "set_ilu_reuse_steps"));
    GetIntValueFunc pfnGetSolveTime =
            reinterpret_cast<GetIntValueFunc>(
                GetProcAddress(hModelModule, "getsolvetime"));

    if(pfnModel == nullptr || pfnSetSolverType == nullptr ||
       pfnSetOmpThreads == nullptr || pfnSetIluReuseSteps == nullptr ||
       pfnGetSolveTime == nullptr) {
        qWarning() << "Failed to resolve PEBI solver configuration interface.";
        FreeLibrary(hModelModule);
        return false;
    }

    HX_NWTM_MODEL_OUTPUT oModelOutput;
    try {
        pfnSetSolverType(m_pInputSnapshot->m_nSolverType);
        if(m_pInputSnapshot->m_nSolverType ==
           nmDataAnalyzeManager::PebiSolverCpuAccelerated) {
            pfnSetOmpThreads(m_pInputSnapshot->m_nOmpThreads);
            pfnSetIluReuseSteps(m_pInputSnapshot->m_nIluReuseSteps);
        }

        pfnModel(oModelOutput,
                 oModelInput,
                 m_pInputSnapshot->m_oGridInput.m_sLicensePath
                     .toStdString());
        m_nPebiCount = oGridResult.m_nPebiCount;
        m_nSolveTimeMs = pfnGetSolveTime();
    } catch(const std::exception& e) {
        qWarning() << QString("C++ Exception during HX_NWTM_MODEL call: %1")
                      .arg(e.what());
        logHX_NWTM_MODEL_INPUT_Simplified(oModelInput);
        FreeLibrary(hModelModule);
        return false;
    } catch(...) {
        qWarning() << "SEH Exception Occurred during HX_NWTM_MODEL call";
        logHX_NWTM_MODEL_INPUT_Simplified(oModelInput);
        FreeLibrary(hModelModule);
        return false;
    }

    // 后处理只读取本次局部输出，无需继续占用进程级 DLL 锁。
    FreeLibrary(hModelModule);
    oDllLocker.unlock();

    // 第五步：把井曲线和场压力构造成任务局部结果。该函数同样只读取输入快照。
    const bool bSucceeded = buildPebiModeResult(
                oModelOutput,
                oModelInput.T,
                oGridResult.m_oGridOutput1);
    return bSucceeded;
}

std::vector<double> HX_logderivative(const std::vector<double>& x, const std::vector<double>& y, const int& n)
{
	// 功能: 对数导数函数
	// 作者: 何辉
	// 日期: 2024.07.16	
	// 单位: 西安华线石油科技有限公司(西安石油大学)
	std::vector<double> d; d.resize(n - 1);
	d[0] = 0.5 * (y[1] - y[0]) / (x[1] - x[0]) * (x[1] + x[0]);
	d[0] = max(d[0], DBL_EPSILON);
	for (int i = 1; i < n - 2; ++i)
	{
		d[i] = (y[i - 1] * (x[i] - x[i + 1]) / ((x[i - 1] - x[i]) * (x[i - 1] - x[i + 1])) +
			y[i] * (2 * x[i] - x[i - 1] - x[i + 1]) / ((x[i] - x[i - 1]) * (x[i] - x[i + 1])) +
			y[i + 1] * (x[i] - x[i - 1]) / ((x[i - 1] - x[i + 1]) * (x[i] - x[i + 1]))) * x[i];
		d[i] = max(d[i], DBL_EPSILON);
	}
	d[n - 2] = 0.5 * (y[n - 2] - y[n - 3]) / (x[n - 2] - x[n - 3]) * (x[n - 2] + x[n - 3]);
	d[n - 2] = max(d[n - 2], DBL_EPSILON);
	return d;
}

bool nmCalculationDllPebiSolverTask::buildPebiModeResult(
    HX_NWTM_MODEL_OUTPUT& p1,
    int modelType,
    const HX_NWTM_GRID_OUTPUT1& oGridOutput)
{
    if(m_pInputSnapshot == nullptr) {
        return false;
    }

    const bool autoFitTargetOnly =
            m_pInputSnapshot->m_bAutoFitTargetOnly;
    bool autoFitTargetFound = false;
    m_autoFitResultPressure.clear();
    m_autoFitResultLogLog.clear();
    m_autoFitResultSemiLog.clear();

    QVector<QVector<double>> vvecPressure;
    QVector<QVector<double>> vvecLogLog;
    QVector<QVector<double>> vvecSemiLog;
    // p1.pw 是求解器返回的原始井底压力, 后续仍按 MPa 保存到 vvecPressure.
    // 只有气单相变化 PVT 模型的双对数和半对数计算需要改用拟压力.
    const bool usePseudoPressure = (modelType == static_cast<int>(SMT_Gas_VariablePvt));
    CalPseudoPressure calPseudoPressure = usePseudoPressure
        ? getPseudoPressureConverter()
        : nullptr;

    if(usePseudoPressure && calPseudoPressure == nullptr) {
        qWarning() << "Failed to load the gas pseudo-pressure converter.";
        return false;
    }

    // 井顺序与后处理输入都来自任务启动时的同一份快照。
    const QVector<nmSolverWellRef>& vecWellsOrder =
            m_pInputSnapshot->m_oGridInput.m_vecSolverWellOrder;
    const QVector<nmPebiSolverWellInputSnapshot>& vecWellInputs =
            m_pInputSnapshot->m_vecWellInputs;

    // 第一步：真实井必须逐口具有与公共时间轴等长的井底压力。
    // 观察井虽然没有源汇项，也必须由 DLL 返回压力，否则不能形成有效多井结果。
    if(vecWellsOrder.isEmpty() ||
       vecWellInputs.size() != vecWellsOrder.size() ||
       p1.t.empty()) {
        return false;
    }
    for(size_t nTimeIndex = 0; nTimeIndex < p1.t.size(); ++nTimeIndex) {
        if(!isFiniteSolverNumber(p1.t[nTimeIndex])) {
            qWarning() << "PEBI returned a non-finite time at index:"
                       << static_cast<int>(nTimeIndex);
            return false;
        }
    }
    for(int nIndex = 0; nIndex < vecWellsOrder.size(); ++nIndex) {
        const nmSolverWellRef& oWellRef = vecWellsOrder[nIndex];
        if(oWellRef.m_eEntryKind == NM_SolverEntry_ManualFracture) {
            continue;
        }
        if(nIndex >= static_cast<int>(p1.pw.size()) ||
           p1.pw[nIndex].empty() ||
           p1.pw[nIndex].size() != p1.t.size() ||
           !vecWellInputs[nIndex].m_bRealWell ||
           vecWellInputs[nIndex].m_sWellCode != oWellRef.m_sWellCode) {
            qWarning() << "Incomplete well pressure returned for WellCode:"
                       << oWellRef.m_sWellCode;
            return false;
        }
        for(size_t nTimeIndex = 0;
            nTimeIndex < p1.pw[nIndex].size();
            ++nTimeIndex) {
            if(!isFiniteSolverNumber(p1.pw[nIndex][nTimeIndex])) {
                qWarning() << "PEBI returned a non-finite pressure for WellCode:"
                           << oWellRef.m_sWellCode
                           << "time index:" << static_cast<int>(nTimeIndex);
                return false;
            }
        }
    }

    // 遍历每口井，处理其数据
    for(int wellIdx = 0; wellIdx < vecWellsOrder.size(); ++wellIdx) {
        const nmSolverWellRef& oWellRef = vecWellsOrder[wellIdx];
        const nmPebiSolverWellInputSnapshot& oWellInput =
                vecWellInputs[wellIdx];

        if(autoFitTargetOnly &&
           oWellRef.m_sWellCode != m_sAutoFitTargetWellCode) {
            continue;
        }

        // 手工裂缝不是结果井，只用于保持 DLL 下标与网格输入一致。
        if(oWellRef.m_eEntryKind == NM_SolverEntry_ManualFracture) {
            continue;
        }

        // 3.1 填充井底压力数据到局部变量
        QVector<double> currentWellTime;
        QVector<double> currentWellPressure;

        for(size_t i = 0; i < p1.pw[wellIdx].size(); ++i) {
            currentWellTime.append(p1.t[i]);
            currentWellPressure.append(p1.pw[wellIdx][i]);
        }

        vvecPressure.clear(); // 清空上次循环的数据，为当前井准备
        vvecPressure.append(currentWellTime);
        vvecPressure.append(currentWellPressure);

        // 3.2 计算双对数和半对数曲线数据。井对象可能已被界面修改，后台只允许
        // 使用构造阶段复制出的流量、流动段和坐标。
        if(!oWellInput.m_bRealWell ||
           oWellInput.m_sWellCode != oWellRef.m_sWellCode) {
            return false;
        }

        const bool bRateControlled =
                oWellInput.m_bRateControlled &&
                oWellInput.m_vecFlowPoints.size() >= 2;

        vvecLogLog.clear();
        vvecSemiLog.clear();

        if(bRateControlled) {
            // 准备压力数据 (用于传递给外部 DLL)
            std::vector<Point> wellPressureDataForDll;

            for(size_t i = 0; i < p1.pw[wellIdx].size(); ++i) {
                Point pt;
                pt.x = p1.t[i];

                // 使用局部副本转换, 不修改 p1.pw 中需要保存和显示的原始压力.
                double pressureForLog = p1.pw[wellIdx][i];
                if(usePseudoPressure
                   && (!isFiniteSolverNumber(pressureForLog)
                       // -1 与主界面调用一致, 表示使用 configPsAbouts() 配置的当前模式.
                       || !calPseudoPressure(pressureForLog, pressureForLog, -1)
                       || !isFiniteSolverNumber(pressureForLog))) {
                    qWarning() << "Failed to convert gas pressure to pseudo-pressure:"
                               << p1.pw[wellIdx][i]
                               << "well code:" << oWellRef.m_sWellCode;
                    return false;
                }

                pt.y = pressureForLog;
                pt.z = 0.0;
                wellPressureDataForDll.push_back(pt);
            }

            // 准备流量段数据
            const QVector<QPointF>& vecTimeQ =
                    oWellInput.m_vecFlowPoints;
            // 防御空流量数据，避免 -1 转成 std::vector 的巨大无符号长度。
            int nTimeNumQ = qMax(0, vecTimeQ.size() - 1); // 移除第一个 0 点
            std::vector<double> timeQ(nTimeNumQ);
            std::vector<double> q(nTimeNumQ);

            for(int i = 0; i < nTimeNumQ; ++i) {
                timeQ[i] = vecTimeQ[i + 1].x();
                q[i] = vecTimeQ[i + 1].y();
            }

            // 调用外部 DLL 计算双对数曲线
            std::vector<Point> logPreResultFromDll; // 存储 DLL 的计算结果
            const int iSectionFlowIndex =
                    oWellInput.m_nFlowSectionIndex;

            // 第一步：无产量观察井只接收压力结果，不调用依赖产量制度的曲线 DLL。
            HMODULE hMod_solver = nTimeNumQ > 0
                    ? LoadLibrary(L"singlePhaseSolverDll.dll") : nullptr;

            if(nTimeNumQ <= 0) {
                // 第二步：保持固定的数据列结构，便于结果保存和后续读取；
                // 各列为空明确表示该观察井没有可展示的双对数、半对数结果。
                vvecLogLog.clear();
                vvecLogLog.append(QVector<double>());
                vvecLogLog.append(QVector<double>());
                vvecLogLog.append(QVector<double>());
                vvecSemiLog.clear();
                vvecSemiLog.append(QVector<double>());
                vvecSemiLog.append(QVector<double>());
            } else if(hMod_solver) {
                typedef bool (*PreLog)(const std::vector<Point>&, const int&, double*, double*, int, std::vector<Point>&);
                PreLog preLogFun = (PreLog)GetProcAddress(hMod_solver, "logLogPre");

                if(nullptr == preLogFun) {
                    FreeLibrary(hMod_solver);
                    std::cout << "preLogFun failed!\n";
                    return false;
                }

                // 气井传入拟压力序列, 油井和水井仍传入原始压力序列.
                // 计算失败必须向上返回, 避免 PSO 使用空曲线或上一粒子的旧曲线.
                if(!preLogFun(wellPressureDataForDll,
                              iSectionFlowIndex,
                              timeQ.data(),
                              q.data(),
                              nTimeNumQ,
                              logPreResultFromDll)) {
                    FreeLibrary(hMod_solver);
                    return false;
                }

                // 填充双对数曲线数据到局部变量
                QVector<double> logX, logY, logZ;

				// 检查结果是否为空，并跳过第一个点
				if (logPreResultFromDll.size() > 1) {
					// 从索引 1 开始遍历，跳过索引 0 的第一个点
					for (size_t i = 1; i < logPreResultFromDll.size(); ++i) {
						const auto& pt = logPreResultFromDll[i];
                        if(!isValidLogLogPoint(pt)) {
                            continue;
                        }

						logX.append(pt.x);
						logY.append(pt.y);
						logZ.append(pt.z);
					}
				}

                vvecLogLog.clear(); // 清空上次循环的数据
                vvecLogLog.append(logX);
                vvecLogLog.append(logY);
                vvecLogLog.append(logZ);

                // 填充半对数曲线数据到局部变量
                QVector<double> semiLogX, semiLogY;

                // 检查结果是否为空，并跳过第一个点
                if (logPreResultFromDll.size() > 1) {
                    // 半对数曲线也应该同步跳过第一个点
                    for (size_t i = 1; i < logPreResultFromDll.size(); ++i) {
                        const auto& pt = logPreResultFromDll[i];
                        if(!isValidSemiLogPoint(pt)) {
                            continue;
                        }

                        semiLogX.append(pt.x);
                        semiLogY.append(pt.pointData[0]);
                    }
                }

                vvecSemiLog.clear(); // 清空上次循环的数据
                vvecSemiLog.append(semiLogX);
                vvecSemiLog.append(semiLogY);

                FreeLibrary(hMod_solver);
            } else {
                qWarning() << "Failed to load singlePhaseSolverDll.dll.";
                return false;
            }
        }

        if(autoFitTargetOnly) {
            // 粒子评价结果保存在任务对象内，避免反复改写 DataManager.
            m_autoFitResultPressure = vvecPressure;
            m_autoFitResultLogLog = vvecLogLog;
            m_autoFitResultSemiLog = vvecSemiLog;
            autoFitTargetFound = true;
            break;
        } else {
            // 所有真实井先写入任务局部快照；观察井的双对数和半对数保持为空。
            // 任意后续步骤失败时，整个快照会被丢弃，旧成果不会被局部覆盖。
            nmPebiWellResultSnapshot oWellResult;
            oWellResult.m_sWellCode = oWellRef.m_sWellCode;
            oWellResult.m_vecPressure = vvecPressure;
            oWellResult.m_vecLogLog = vvecLogLog;
            oWellResult.m_vecSemiLog = vvecSemiLog;
            oWellResult.m_oLocation = oWellInput.m_oLocation;
            m_vecPendingWellResults.append(oWellResult);
        }
    }

    if(autoFitTargetOnly) {
        const bool pressureValid = autoFitTargetFound
                                   && m_autoFitResultPressure.size() >= 2
                                   && !m_autoFitResultPressure[0].isEmpty()
                                   && m_autoFitResultPressure[0].size() == m_autoFitResultPressure[1].size();
        const bool logLogValid = m_autoFitResultLogLog.size() >= 3
                                 && !m_autoFitResultLogLog[0].isEmpty()
                                 && m_autoFitResultLogLog[0].size() == m_autoFitResultLogLog[1].size()
                                 && m_autoFitResultLogLog[0].size() == m_autoFitResultLogLog[2].size();
        return pressureValid && logLogValid;
    }

    // 第四步：完整求解还必须具有与时间轴、网格绘图单元严格对应的场压力。
    if(p1.p.size() != p1.t.size() ||
       oGridOutput.PEBI_cell.isplot.empty()) {
        return false;
    }

    // 计算有效单元数量
    size_t actualPlotCellsCount = 0;

    for(size_t i = 0; i < oGridOutput.PEBI_cell.isplot.size(); ++i) {
        if(oGridOutput.PEBI_cell.isplot[i] == 1) {
            actualPlotCellsCount++;
        }
    }

    if(actualPlotCellsCount == 0) {
        return false;
    }
    for(size_t nTimeIndex = 0; nTimeIndex < p1.p.size(); ++nTimeIndex) {
        if(p1.p[nTimeIndex].size() < oGridOutput.PEBI_cell.isplot.size()) {
            qWarning() << "Incomplete field pressure returned for time index:"
                       << static_cast<int>(nTimeIndex);
            return false;
        }
        for(size_t nCellIndex = 0;
            nCellIndex < oGridOutput.PEBI_cell.isplot.size();
            ++nCellIndex) {
            if(oGridOutput.PEBI_cell.isplot[nCellIndex] == 1 &&
               !isFiniteSolverNumber(p1.p[nTimeIndex][nCellIndex])) {
                qWarning() << "PEBI returned a non-finite field pressure at time/cell:"
                           << static_cast<int>(nTimeIndex)
                           << static_cast<int>(nCellIndex);
                return false;
            }
        }
    }

    // 第五步：在局部时间步映射中构造场压力，同时计算全局标量范围。
    // 此处不触碰 DataManager，较短的新时间轴会在主线程整体替换时自然清除旧帧。
    m_mapPendingTimeSteps.clear();
    double dMinP = DBL_MAX;
    double dMaxP = -DBL_MAX;

    // 为每个时间步生成完整的 VTK 压力数组。
    for(size_t timeIdx = 0; timeIdx < p1.p.size(); ++timeIdx) {
        // 获取当前时间步的时间值
        double currentTime = p1.t[timeIdx];

        // 创建 vtkDoubleArray 来存储当前时间步的压力数据
        vtkSmartPointer<vtkDoubleArray> pressureData = vtkSmartPointer<vtkDoubleArray>::New();
        pressureData->SetName("p"); // 设置标量数据的名称

        // 直接使用外面计算好的 actualPlotCellsCount
        pressureData->SetNumberOfValues(actualPlotCellsCount);

        size_t destIdx = 0; // 目标数组的索引
        double dCurrentTimeMin = DBL_MAX;   // 当前时间步的最小值
        double dCurrentTimeMax = -DBL_MAX;  // 当前时间步的最大值

        // 遍历原始数据，并根据 isplot 填充到 pressureData
        for(size_t i = 0; i < oGridOutput.PEBI_cell.isplot.size(); ++i) {
            if(oGridOutput.PEBI_cell.isplot[i] == 1) { // 只有当 isplot 为1时才考虑这个单元格
                pressureData->SetValue(destIdx, p1.p[timeIdx][i]);

                // 更新当前时间步的范围
                dCurrentTimeMin = qMin(dCurrentTimeMin, p1.p[timeIdx][i]);
                dCurrentTimeMax = qMax(dCurrentTimeMax, p1.p[timeIdx][i]);

                destIdx++;
            }
        }

        // 更新全局范围
        dMinP = qMin(dMinP, dCurrentTimeMin);
        dMaxP = qMax(dMaxP, dCurrentTimeMax);

        m_mapPendingTimeSteps.insert(currentTime, pressureData);
    }

    // QMap 使用时间作为唯一键；重复时间会覆盖旧帧，因此必须检查数量一致。
    if(m_mapPendingTimeSteps.size() != static_cast<int>(p1.t.size())) {
        return false;
    }

    // 第六步：基础网格在任务创建或局部建网阶段已经完成深拷贝。后台结果构造
    // 不再读取 DataManager 中可能被网格窗口替换的 VTK 指针。
    m_pPendingResultGrid = m_pInputSnapshot->m_pBaseGrid;
    if(m_pPendingResultGrid == nullptr ||
       m_pPendingResultGrid->GetNumberOfCells() <= 0) {
        return false;
    }

    int nExpectedWellResultCount = 0;
    for(int nIndex = 0; nIndex < vecWellsOrder.size(); ++nIndex) {
        if(vecWellsOrder[nIndex].m_eEntryKind == NM_SolverEntry_Well) {
            ++nExpectedWellResultCount;
        }
    }
    if(m_vecPendingWellResults.size() != nExpectedWellResultCount) {
        return false;
    }

    m_dPendingScalarMin = dMinP;
    m_dPendingScalarMax = dMaxP;
    m_bPendingFullResultReady = true;
    return true;
}

bool nmCalculationDllPebiSolverTask::commitResult(
    nmDataAnalyzeManager* pDataManager)
{
    // 第一步：自动拟合只返回目标曲线，不允许提交完整成果；手工求解必须回到
    // DataManager 所属线程执行，保证界面看不到逐项替换过程中的中间状态。
    if(m_pInputSnapshot == nullptr ||
       m_pInputSnapshot->m_bAutoFitTargetOnly ||
       !m_bPendingFullResultReady ||
       pDataManager == nullptr ||
       pDataManager != m_pDataManager ||
       QThread::currentThread() != pDataManager->thread()) {
        return false;
    }

    nmDataNumericalAnalysisCase* pAnalysisCase =
            pDataManager->getNumericalAnalysisCase();
    if(pAnalysisCase == nullptr ||
       pAnalysisCase->getGridInputRevision() != m_nGridInputRevision ||
       pAnalysisCase->getResultInputRevision() != m_nResultInputRevision ||
       m_mapPendingTimeSteps.isEmpty() ||
       m_pPendingResultGrid == nullptr ||
       m_pPendingResultGrid->GetNumberOfCells() <= 0) {
        return false;
    }

    // 第二步：在改动旧成果前一次性解析全部目标井，并检查 WellCode 不重复。
    QVector<nmDataWellBase*> vecTargetWells;
    QSet<QString> setWellCodes;
    vecTargetWells.reserve(m_vecPendingWellResults.size());
    for(int nIndex = 0; nIndex < m_vecPendingWellResults.size(); ++nIndex) {
        const nmPebiWellResultSnapshot& oWellResult =
                m_vecPendingWellResults[nIndex];
        nmDataWellBase* pWellData =
                pDataManager->findWellByCode(oWellResult.m_sWellCode);
        if(pWellData == nullptr ||
           setWellCodes.contains(oWellResult.m_sWellCode)) {
            return false;
        }
        setWellCodes.insert(oWellResult.m_sWellCode);
        vecTargetWells.append(pWellData);
    }

    // 第三步：任务后台生成了新网格时，先在当前主线程按同一输入版本提交。
    // 已有网格路径则再次确认其仍然有效。两条路径都不允许旧任务覆盖新编辑。
    if(m_pInputSnapshot->m_bGridResultNeedsCommit) {
        if(!nmCalculationPebiGrid::getInstance()->commitSnapshotResult(
               pDataManager,
               m_pInputSnapshot->m_oGridInput,
               m_pInputSnapshot->m_oGridResult)) {
            return false;
        }
    } else if(!pAnalysisCase->isGridValid()) {
        return false;
    }

    // 第四步：最后一次登记版本。登记失败时旧成果仍未被修改；登记成功后当前
    // 主线程事件不会被其他编辑操作插入，因此后续替换不存在可恢复失败分支。
    if(!pAnalysisCase->markResultsAvailableIfCurrent(
            m_nGridInputRevision, m_nResultInputRevision)) {
        return false;
    }

    // 第五步：版本检查和对象解析全部通过后，在当前主线程事件内整体替换。
    // 这些 setter 不发事件也不包含可恢复失败分支，外部只能在本函数返回后看到新成果。
    pDataManager->clearWellLocations();
    for(int nIndex = 0; nIndex < m_vecPendingWellResults.size(); ++nIndex) {
        const nmPebiWellResultSnapshot& oWellResult =
                m_vecPendingWellResults[nIndex];
        nmDataWellBase* pWellData = vecTargetWells[nIndex];
        pWellData->setResultPressure(oWellResult.m_vecPressure);
        pWellData->setResultLogLog(oWellResult.m_vecLogLog);
        pWellData->setResultSemiLog(oWellResult.m_vecSemiLog);
        pDataManager->addWellLocation(oWellResult.m_sWellCode,
                                      oWellResult.m_oLocation);
    }

    pDataManager->clearTimeSteps();
    QMap<double, vtkSmartPointer<vtkDoubleArray> >::const_iterator oTimeIt =
            m_mapPendingTimeSteps.constBegin();
    for(; oTimeIt != m_mapPendingTimeSteps.constEnd(); ++oTimeIt) {
        pDataManager->addTimeStep(oTimeIt.key(), oTimeIt.value());
    }
    pDataManager->setScalarRangeP(m_dPendingScalarMin,
                                  m_dPendingScalarMax);
    pDataManager->setResultBaseGrid(m_pPendingResultGrid);

    // 第六步：清除待提交标志，防止重复完成信号再次覆盖后续结果。
    m_bPendingFullResultReady = false;
    return true;
}

//bool nmCalculationDllPebiSolverTask::savePebiModeResult(HX_NWTM_MODEL_OUTPUT& p1)
//{
//	nmDataAnalyzeManager* pDataInstance = nmDataAnalyzeManager::getCurrentInstance();
//
//	QVector<QVector<double>> vvecPressure;
//	QVector<QVector<double>> vvecLogLog;
//	QVector<QVector<double>> vvecSemiLog;
//
//	// 获取参与求解的井的顺序
//	QVector<QPair<NM_WELL_MODEL, QString>> vecWellsOrder = nmDataAnalyzeManager::getCurrentInstance()->getCalculationWells();
//
//	// 清空井名和二维位置的映射
//	pDataInstance->clearWellLocations();
//
//	// 遍历每口井，处理其数据
//	for(int wellIdx = 0; wellIdx < vecWellsOrder.size(); ++wellIdx) {
//		NM_WELL_MODEL eWellType = vecWellsOrder[wellIdx].first;   // 获取井的类型
//		QString sWellName = vecWellsOrder[wellIdx].second;        // 获取井的名称
//
//		// 跳过裂缝（或未知井类型）
//		if(eWellType == NM_WELL_MODEL::Unknow_Well) {
//			continue;
//		}
//
//		// 3.1 填充井底压力数据到局部变量
//		QVector<double> currentWellTime;
//		QVector<double> currentWellPressure; // P_wf(t)
//
//		// 确保 p1.pw[wellIdx] 存在且大小与 p1.t 匹配
//		if(wellIdx < p1.pw.size()) {
//			for(size_t i = 0; i < p1.pw[wellIdx].size(); ++i) {
//				if(i < p1.t.size()) { // 确保时间数据也存在
//					currentWellTime.append(p1.t[i]);
//					currentWellPressure.append(p1.pw[wellIdx][i]);
//				}
//			}
//		}
//
//		vvecPressure.clear(); // 清空上次循环的数据，为当前井准备
//		vvecPressure.append(currentWellTime);
//		vvecPressure.append(currentWellPressure);
//
//		// 3.2 计算双对数和半对数曲线数据并存储到局部变量
//		nmDataWellBase* pWellData = nmDataAnalyzeManager::getCurrentInstance()->findWellByName(sWellName);
//
//		if(pWellData) {
//
//			// --- START: 替换为 HX_logderivative 计算双对数数据 ---
//
//			// 1. 获取初始压力 Pi，用于计算压力降 DeltaP
//			double initialPressure = nmDataAnalyzeManager::getCurrentInstance()->getReservoirData()->getInitialPressure().getValue().toDouble();
//
//			// 为了演示，如果无法获取 Pi，我们将使用数组中第一个压力点作为初始压力 Pi
//			//if (!currentWellPressure.isEmpty()) {
//			//	// 通常第一个压力点 Pwf(t=0) 就是初始压力 Pi
//			//	initialPressure = currentWellPressure.first();
//			//}
//
//			// 2. 准备 t (x) 和 DeltaP (y) 的 std::vector
//			std::vector<double> t_vec;          // 时间 t (x)
//			std::vector<double> deltaP_vec;     // 压力降 DeltaP = Pi - Pwf(t) (y)
//			int N = currentWellTime.size();
//
//			for (int i = 0; i < N; ++i) {
//				t_vec.push_back(currentWellTime[i]);
//				// 计算压力降
//				deltaP_vec.push_back(initialPressure - currentWellPressure[i]);
//			}
//
//			// 3. 调用 HX_logderivative 计算对数导数 (P')
//			std::vector<double> logDerivative_vec;
//
//			if (N > 2) { // 确保有足够的数据点 (N-1 个导数点)
//				logDerivative_vec = HX_logderivative(t_vec, deltaP_vec, N);
//			} else {
//				// 数据点不足，无法计算导数
//				logDerivative_vec.clear();
//			}
//
//			// 4. 组装双对数曲线数据 (t, DeltaP, P')，严格遵循绘图规则
//			QVector<double> logX, logY, logZ; // logX: t_plot, logY: DeltaP_plot, logZ: P'
//			size_t M = logDerivative_vec.size(); // 导数点数量 M = N - 1
//
//			if (M >= 1) {
//
//				// --- 4.1 第一个点 (索引 i=0) ---
//				// 导数时间: t_plot = 0.5 * (x[1] + x[0])
//				logX.append(0.5 * (t_vec[1] + t_vec[0]));
//				// 压力降 (近似): DeltaP[0] 和 DeltaP[1] 的平均值
//				logY.append((deltaP_vec[0] + deltaP_vec[1]) / 2.0);
//				// 导数: d[0]
//				logZ.append(logDerivative_vec[0]);
//
//
//				// --- 4.2 中间点 (索引 i=1 到 N-3) ---
//				// 在 logDerivative_vec 中，这些点对应索引 i=1 到 M-1 (即 N-3)
//				for (size_t i = 1; i < (size_t)N - 2; ++i) {
//					// 导数时间: t_plot = x[i]
//					logX.append(t_vec[i]);
//					// 压力降: 匹配原始数据 DeltaP[i]
//					logY.append(deltaP_vec[i]);
//					// 导数: d[i]
//					logZ.append(logDerivative_vec[i]);
//				}
//
//				// --- 4.3 最后一个点 (索引 i=N-2) ---
//				if (M >= 2) { // 确保至少有 2 个导数点
//					size_t lastIdx = M - 1; // 对应 logDerivative_vec[N-2]
//					// 导数时间: t_plot = 0.5 * (x[n-2] + x[n-3])
//					// 对应 t_vec[N-2] 和 t_vec[N-3]
//					logX.append(0.5 * (t_vec[N - 2] + t_vec[N - 3]));
//
//					// 压力降 (近似): DeltaP[N-2] 和 DeltaP[N-3] 的平均值
//					logY.append((deltaP_vec[N - 2] + deltaP_vec[N - 3]) / 2.0);
//
//					// 导数: d[N-2]
//					logZ.append(logDerivative_vec[lastIdx]);
//				}
//			}
//
//			// 将组装好的数据存储到 vvecLogLog
//			vvecLogLog.clear(); // 清空上次循环的数据
//			vvecLogLog.append(logX); // 时间 (t_plot)
//			vvecLogLog.append(logY); // 压力降 (DeltaP_plot)
//			vvecLogLog.append(logZ); // 对数导数 (P')
//
//
//			// 5. 组装半对数曲线数据
//			// 半对数图 Y 轴是井底压力 Pwf(t)，X 轴是时间 t
//			// vvecSemiLog 存储 [t, Pwf(t)]，使用原始数据即可
//			vvecSemiLog.clear();
//			vvecSemiLog.append(currentWellTime);  // X轴: 时间 t
//			vvecSemiLog.append(currentWellPressure); // Y轴: 井底压力 Pwf(t)
//
//			// --- END: 替换为 HX_logderivative 计算双对数数据 ---
//
//		} // end if(pWellData)
//
//		// 将计算结果保存到对应的井数据里
//		// 压力
//		pWellData->setResultPressure(vvecPressure);
//		// 双对数
//		pWellData->setResultLogLog(vvecLogLog);
//		// 半对数
//		pWellData->setResultSemiLog(vvecSemiLog);
//
//		// 存储当前井名称和二维位置到映射
//		QPointF ptWellCoords(pWellData->getX().getValue().toDouble(), pWellData->getY().getValue().toDouble());
//		pDataInstance->addWellLocation(sWellName, ptWellCoords);
//	}

// 主日志函数：打印 HX_NWTM_MODEL_INPUT 的内容
void nmCalculationDllPebiSolverTask::logHX_NWTM_MODEL_INPUT_Simplified(const HX_NWTM_MODEL_INPUT& p0)
{

    // 1. Basic Parameters (T)
    qDebug() << QString("Parameter T: %1").arg(p0.T);

    // 2. GRID Data
    qDebug() << "\n--- GRID Data ---";
    qDebug() << QString("GRID.Trinodexy: Capacity %1").arg(p0.GRID.Trinodexy.size());
    qDebug() << QString("GRID.Area: Capacity %1").arg(p0.GRID.Area.size());
    qDebug() << QString("GRID.D: Capacity %1").arg(p0.GRID.D.size());

    // 2.1 GRID.ZhiJingNeiBianJie
    qDebug() << "\n  -- GRID.ZhiJingNeiBianJie --";
    qDebug() << QString("    n: %1").arg(p0.GRID.ZhiJingNeiBianJie.n);
    qDebug() << QString("    XiLinw: Capacity %1").arg(p0.GRID.ZhiJingNeiBianJie.XiLinw.size());
    qDebug() << QString("    lw: Capacity %1").arg(p0.GRID.ZhiJingNeiBianJie.lw.size());
    qDebug() << QString("    dw: Capacity %1").arg(p0.GRID.ZhiJingNeiBianJie.dw.size());
    qDebug() << QString("    rw: Capacity %1").arg(p0.GRID.ZhiJingNeiBianJie.rw.size());
    qDebug() << QString("    inwell: Capacity %1").arg(p0.GRID.ZhiJingNeiBianJie.inwell.size());

    // 2.2 GRID.LieFengJingNeiBianJie
    qDebug() << "\n  -- GRID.LieFengJingNeiBianJie --";
    qDebug() << QString("    n: %1").arg(p0.GRID.LieFengJingNeiBianJie.n);
    qDebug() << QString("    XiLinf: Capacity %1").arg(p0.GRID.LieFengJingNeiBianJie.XiLinf.size());
    qDebug() << QString("    lf: Capacity %1").arg(p0.GRID.LieFengJingNeiBianJie.lf.size());
    qDebug() << QString("    df: Capacity %1").arg(p0.GRID.LieFengJingNeiBianJie.df.size());
    qDebug() << QString("    xf: Capacity %1").arg(p0.GRID.LieFengJingNeiBianJie.xf.size());
    qDebug() << QString("    infra: Capacity %1").arg(p0.GRID.LieFengJingNeiBianJie.infra.size());

    // 2.3 GRID.DuoJiYaLieShuiPingJingNeiBianJie
    qDebug() << "\n  -- GRID.DuoJiYaLieShuiPingJingNeiBianJie --";
    qDebug() << QString("    n: %1").arg(p0.GRID.DuoJiYaLieShuiPingJingNeiBianJie.n);
    qDebug() << QString("    XiLinh: Capacity %1").arg(p0.GRID.DuoJiYaLieShuiPingJingNeiBianJie.XiLinh.size());
    qDebug() << QString("    lh: Capacity %1").arg(p0.GRID.DuoJiYaLieShuiPingJingNeiBianJie.lh.size());
    qDebug() << QString("    dh: Capacity %1").arg(p0.GRID.DuoJiYaLieShuiPingJingNeiBianJie.dh.size());
    qDebug() << QString("    dsxf: Capacity %1").arg(p0.GRID.DuoJiYaLieShuiPingJingNeiBianJie.dsxf.size());
    qDebug() << QString("    inhor: Capacity %1").arg(p0.GRID.DuoJiYaLieShuiPingJingNeiBianJie.inhor.size());

    // 2.4 GRID.WaiBianJie
    qDebug() << "\n  -- GRID.WaiBianJie --";
    qDebug() << QString("    n: %1").arg(p0.GRID.WaiBianJie.n);
    qDebug() << QString("    WaiBianh: Capacity %1").arg(p0.GRID.WaiBianJie.WaiBianh.size());
    qDebug() << QString("    WaiBianl: Capacity %1").arg(p0.GRID.WaiBianJie.WaiBianl.size());
    qDebug() << QString("    WaiBiand: Capacity %1").arg(p0.GRID.WaiBianJie.WaiBiand.size());

    // 2.5 GRID.NeiBuDuanCeng
    qDebug() << "\n  -- GRID.NeiBuDuanCeng --";
    qDebug() << QString("    n: %1").arg(p0.GRID.NeiBuDuanCeng.n);
    qDebug() << QString("    faultb1: Capacity %1").arg(p0.GRID.NeiBuDuanCeng.faultb1.size());
    qDebug() << QString("    faultb2: Capacity %1").arg(p0.GRID.NeiBuDuanCeng.faultb2.size());
    qDebug() << QString("    faultl1: Capacity %1").arg(p0.GRID.NeiBuDuanCeng.faultl1.size());
    qDebug() << QString("    faultd1: Capacity %1").arg(p0.GRID.NeiBuDuanCeng.faultd1.size());

    // 2.6 GRID.YuChuLiJuZhen
    qDebug() << "\n  -- GRID.YuChuLiJuZhen --";
    qDebug() << QString("    ia: Capacity %1").arg(p0.GRID.YuChuLiJuZhen.ia.size());
    qDebug() << QString("    ja: Capacity %1").arg(p0.GRID.YuChuLiJuZhen.ja.size());
    qDebug() << QString("    nzeros: Capacity %1").arg(p0.GRID.YuChuLiJuZhen.nzeros.size());
    qDebug() << QString("    numk: %1").arg(p0.GRID.YuChuLiJuZhen.numk);


    // 3. Rate Data
    qDebug() << "\n--- Rate Data ---";
    qDebug() << QString("Rate.t: Contains %1 data sets").arg(p0.Rate.t.size());
    qDebug() << QString("Rate.qo: Contains %1 data sets").arg(p0.Rate.qo.size());
    qDebug() << QString("Rate.qg: Contains %1 data sets").arg(p0.Rate.qg.size());
    qDebug() << QString("Rate.qw: Contains %1 data sets").arg(p0.Rate.qw.size());
    // Optional: Print capacity of each inner vector, e.g.:
    // for (int i = 0; i < p0.Rate.t.size(); ++i) {
    //     zxLogInstance::getInstance()->writeLogF(QString("  Rate.t[%1] Capacity: %2").arg(i).arg(p0.Rate.t[i].size()));
    // }


    // 4. Pressure Data
    qDebug() << "\n--- Pressure Data ---";
    qDebug() << QString("Pressure.t: Contains %1 data sets").arg(p0.Pressure.t.size());
    qDebug() << QString("Pressure.p: Contains %1 data sets").arg(p0.Pressure.p.size());


    // 5. CS Wellbore Storage and Skin Data
    qDebug() << "\n--- CS Data ---";
    qDebug() << QString("CS.C: Capacity %1").arg(p0.CS.C.size());
    qDebug() << QString("CS.S: Capacity %1").arg(p0.CS.S.size());


    // 6. PVT Fluid Property Data
    qDebug() << "\n--- PVT Data ---";
    qDebug() << QString("PVT.p: Capacity %1").arg(p0.PVT.p.size());
    qDebug() << QString("PVT.Rso: Capacity %1").arg(p0.PVT.Rso.size());
    qDebug() << QString("PVT.Bo: Capacity %1").arg(p0.PVT.Bo.size());
    qDebug() << QString("PVT.Co: Capacity %1").arg(p0.PVT.Co.size());
    qDebug() << QString("PVT.miuo: Capacity %1").arg(p0.PVT.miuo.size());
    qDebug() << QString("PVT.rouo: Capacity %1").arg(p0.PVT.rouo.size());
    qDebug() << QString("PVT.Rv: Capacity %1").arg(p0.PVT.Rv.size());
    qDebug() << QString("PVT.Bg: Capacity %1").arg(p0.PVT.Bg.size());
    qDebug() << QString("PVT.Cg: Capacity %1").arg(p0.PVT.Cg.size());
    qDebug() << QString("PVT.miug: Capacity %1").arg(p0.PVT.miug.size());
    qDebug() << QString("PVT.roug: Capacity %1").arg(p0.PVT.roug.size());
    qDebug() << QString("PVT.Z: Capacity %1").arg(p0.PVT.Z.size());
    qDebug() << QString("PVT.Rsw: Capacity %1").arg(p0.PVT.Rsw.size());
    qDebug() << QString("PVT.Bw: Capacity %1").arg(p0.PVT.Bw.size());
    qDebug() << QString("PVT.Cw: Capacity %1").arg(p0.PVT.Cw.size());
    qDebug() << QString("PVT.miuw: Capacity %1").arg(p0.PVT.miuw.size());
    qDebug() << QString("PVT.rouw: Capacity %1").arg(p0.PVT.rouw.size());
    qDebug() << QString("PVT.V: Capacity %1").arg(p0.PVT.V.size());
    qDebug() << QString("PVT.k_kinitial: Capacity %1").arg(p0.PVT.k_kinitial.size());
    qDebug() << QString("PVT.Cf_Cfinitial: Capacity %1").arg(p0.PVT.Cf_Cfinitial.size());
    qDebug() << QString("PVT.So: Capacity %1").arg(p0.PVT.So.size());
    qDebug() << QString("PVT.Kro: Capacity %1").arg(p0.PVT.Kro.size());
    qDebug() << QString("PVT.Sg: Capacity %1").arg(p0.PVT.Sg.size());
    qDebug() << QString("PVT.Krg: Capacity %1").arg(p0.PVT.Krg.size());
    qDebug() << QString("PVT.Sw: Capacity %1").arg(p0.PVT.Sw.size());
    qDebug() << QString("PVT.Krw: Capacity %1").arg(p0.PVT.Krw.size());


    // 7. Base Data
    qDebug() << "\n--- Base Data ---";
    qDebug() << QString("Base.Pi: %1").arg(p0.Base.Pi);
    qDebug() << QString("Base.Cti: %1").arg(p0.Base.Cti);
    qDebug() << QString("Base.Cf: %1").arg(p0.Base.Cf);
    qDebug() << QString("Base.Soi: %1").arg(p0.Base.Soi);
    qDebug() << QString("Base.Sgi: %1").arg(p0.Base.Sgi);
    qDebug() << QString("Base.Swi: %1").arg(p0.Base.Swi);
    qDebug() << QString("Base.k: Capacity %1").arg(p0.Base.k.size());
    qDebug() << QString("Base.phi: Capacity %1").arg(p0.Base.phi.size());
    qDebug() << QString("Base.h: Capacity %1").arg(p0.Base.h.size());

    qDebug() << "\n--- End of HX_NWTM_MODEL_INPUT Content ---";
}

bool nmCalculationDllPebiSolverTask::saveHX_NWTM_MODEL_INPUT_ToTxt(const HX_NWTM_MODEL_INPUT& p0, const QString& filePath)
{
    QFile file(filePath);

    if(!file.open(QIODevice::WriteOnly | QIODevice::Text | QIODevice::Truncate)) {
        // Log an error if the file cannot be opened
        qDebug() << QString("ERROR: Could not open file for writing: %1").arg(filePath);
        return false;
    }

    QTextStream out(&file);

    out << "--- Start Printing HX_NWTM_MODEL_INPUT Content ---\n";

    // 1. Basic Parameters (T)
    out << QString("Parameter T: %1\n").arg(p0.T);

    // 2. GRID Data
    out << "\n--- GRID Data ---\n";
    out << QString("GRID.Trinodexy: Capacity %1\n").arg(p0.GRID.Trinodexy.size());
    out << QString("GRID.Area: Capacity %1\n").arg(p0.GRID.Area.size());
    out << QString("GRID.D: Capacity %1\n").arg(p0.GRID.D.size());

    // 2.1 GRID.ZhiJingNeiBianJie
    out << "\n  -- GRID.ZhiJingNeiBianJie --\n";
    out << QString("    n: %1\n").arg(p0.GRID.ZhiJingNeiBianJie.n);
    out << QString("    XiLinw: Capacity %1\n").arg(p0.GRID.ZhiJingNeiBianJie.XiLinw.size());
    out << QString("    lw: Capacity %1\n").arg(p0.GRID.ZhiJingNeiBianJie.lw.size());
    out << QString("    dw: Capacity %1\n").arg(p0.GRID.ZhiJingNeiBianJie.dw.size());
    out << QString("    rw: Capacity %1\n").arg(p0.GRID.ZhiJingNeiBianJie.rw.size());
    out << QString("    inwell: Capacity %1\n").arg(p0.GRID.ZhiJingNeiBianJie.inwell.size());

    // 2.2 GRID.LieFengJingNeiBianJie
    out << "\n  -- GRID.LieFengJingNeiBianJie --\n";
    out << QString("    n: %1\n").arg(p0.GRID.LieFengJingNeiBianJie.n);
    out << QString("    XiLinf: Capacity %1\n").arg(p0.GRID.LieFengJingNeiBianJie.XiLinf.size());
    out << QString("    lf: Capacity %1\n").arg(p0.GRID.LieFengJingNeiBianJie.lf.size());
    out << QString("    df: Capacity %1\n").arg(p0.GRID.LieFengJingNeiBianJie.df.size());
    out << QString("    xf: Capacity %1\n").arg(p0.GRID.LieFengJingNeiBianJie.xf.size());
    out << QString("    infra: Capacity %1\n").arg(p0.GRID.LieFengJingNeiBianJie.infra.size());

    // 2.3 GRID.DuoJiYaLieShuiPingJingNeiBianJie
    out << "\n  -- GRID.DuoJiYaLieShuiPingJingNeiBianJie --\n";
    out << QString("    n: %1\n").arg(p0.GRID.DuoJiYaLieShuiPingJingNeiBianJie.n);
    out << QString("    XiLinh: Capacity %1\n").arg(p0.GRID.DuoJiYaLieShuiPingJingNeiBianJie.XiLinh.size());
    out << QString("    lh: Capacity %1\n").arg(p0.GRID.DuoJiYaLieShuiPingJingNeiBianJie.lh.size());
    out << QString("    dh: Capacity %1\n").arg(p0.GRID.DuoJiYaLieShuiPingJingNeiBianJie.dh.size());
    out << QString("    dsxf: Capacity %1\n").arg(p0.GRID.DuoJiYaLieShuiPingJingNeiBianJie.dsxf.size());
    out << QString("    inhor: Capacity %1\n").arg(p0.GRID.DuoJiYaLieShuiPingJingNeiBianJie.inhor.size());

    // 2.4 GRID.WaiBianJie
    out << "\n  -- GRID.WaiBianJie --\n";
    out << QString("    n: %1\n").arg(p0.GRID.WaiBianJie.n);
    out << QString("    WaiBianh: Capacity %1\n").arg(p0.GRID.WaiBianJie.WaiBianh.size());
    out << QString("    WaiBianl: Capacity %1\n").arg(p0.GRID.WaiBianJie.WaiBianl.size());
    out << QString("    WaiBiand: Capacity %1\n").arg(p0.GRID.WaiBianJie.WaiBiand.size());

    // 2.5 GRID.NeiBuDuanCeng
    out << "\n  -- GRID.NeiBuDuanCeng --\n";
    out << QString("    n: %1\n").arg(p0.GRID.NeiBuDuanCeng.n);
    out << QString("    faultb1: Capacity %1\n").arg(p0.GRID.NeiBuDuanCeng.faultb1.size());
    out << QString("    faultb2: Capacity %1\n").arg(p0.GRID.NeiBuDuanCeng.faultb2.size());
    out << QString("    faultl1: Capacity %1\n").arg(p0.GRID.NeiBuDuanCeng.faultl1.size());
    out << QString("    faultd1: Capacity %1\n").arg(p0.GRID.NeiBuDuanCeng.faultd1.size());

    // 2.6 GRID.YuChuLiJuZhen
    out << "\n  -- GRID.YuChuLiJuZhen --\n";
    out << QString("    ia: Capacity %1\n").arg(p0.GRID.YuChuLiJuZhen.ia.size());
    out << QString("    ja: Capacity %1\n").arg(p0.GRID.YuChuLiJuZhen.ja.size());
    out << QString("    nzeros: Capacity %1\n").arg(p0.GRID.YuChuLiJuZhen.nzeros.size());
    out << QString("    numk: %1\n").arg(p0.GRID.YuChuLiJuZhen.numk);


    // 3. Rate Data
    out << "\n--- Rate Data ---\n";
    out << QString("Rate.t: Contains %1 data sets\n").arg(p0.Rate.t.size());
    out << QString("Rate.qo: Contains %1 data sets\n").arg(p0.Rate.qo.size());
    out << QString("Rate.qg: Contains %1 data sets\n").arg(p0.Rate.qg.size());
    out << QString("Rate.qw: Contains %1 data sets\n").arg(p0.Rate.qw.size());
    // Optional: Print capacity of each inner vector, e.g.:
    // for (int i = 0; i < p0.Rate.t.size(); ++i) {
    //     out << QString("  Rate.t[%1] Capacity: %2\n").arg(i).arg(p0.Rate.t[i].size());
    // }


    // 4. Pressure Data
    out << "\n--- Pressure Data ---\n";
    out << QString("Pressure.t: Contains %1 data sets\n").arg(p0.Pressure.t.size());
    out << QString("Pressure.p: Contains %1 data sets\n").arg(p0.Pressure.p.size());


    // 5. CS Wellbore Storage and Skin Data
    out << "\n--- CS Data ---\n";
    out << QString("CS.C: Capacity %1\n").arg(p0.CS.C.size());
    out << QString("CS.S: Capacity %1\n").arg(p0.CS.S.size());


    // 6. PVT Fluid Property Data
    out << "\n--- PVT Data ---\n";
    out << QString("PVT.p: Capacity %1\n").arg(p0.PVT.p.size());
    out << QString("PVT.Rso: Capacity %1\n").arg(p0.PVT.Rso.size());
    out << QString("PVT.Bo: Capacity %1\n").arg(p0.PVT.Bo.size());
    out << QString("PVT.Co: Capacity %1\n").arg(p0.PVT.Co.size());
    out << QString("PVT.miuo: Capacity %1\n").arg(p0.PVT.miuo.size());
    out << QString("PVT.rouo: Capacity %1\n").arg(p0.PVT.rouo.size());
    out << QString("PVT.Rv: Capacity %1\n").arg(p0.PVT.Rv.size());
    out << QString("PVT.Bg: Capacity %1\n").arg(p0.PVT.Bg.size());
    out << QString("PVT.Cg: Capacity %1\n").arg(p0.PVT.Cg.size());
    out << QString("PVT.miug: Capacity %1\n").arg(p0.PVT.miug.size());
    out << QString("PVT.roug: Capacity %1\n").arg(p0.PVT.roug.size());
    out << QString("PVT.Z: Capacity %1\n").arg(p0.PVT.Z.size());
    out << QString("PVT.Rsw: Capacity %1\n").arg(p0.PVT.Rsw.size());
    out << QString("PVT.Bw: Capacity %1\n").arg(p0.PVT.Bw.size());
    out << QString("PVT.Cw: Capacity %1\n").arg(p0.PVT.Cw.size());
    out << QString("PVT.miuw: Capacity %1\n").arg(p0.PVT.miuw.size());
    out << QString("PVT.rouw: Capacity %1\n").arg(p0.PVT.rouw.size());
    out << QString("PVT.V: Capacity %1\n").arg(p0.PVT.V.size());
    out << QString("PVT.k_kinitial: Capacity %1\n").arg(p0.PVT.k_kinitial.size());
    out << QString("PVT.Cf_Cfinitial: Capacity %1\n").arg(p0.PVT.Cf_Cfinitial.size());
    out << QString("PVT.So: Capacity %1\n").arg(p0.PVT.So.size());
    out << QString("PVT.Kro: Capacity %1\n").arg(p0.PVT.Kro.size());
    out << QString("PVT.Sg: Capacity %1\n").arg(p0.PVT.Sg.size());
    out << QString("PVT.Krg: Capacity %1\n").arg(p0.PVT.Krg.size());
    out << QString("PVT.Sw: Capacity %1\n").arg(p0.PVT.Sw.size());
    out << QString("PVT.Krw: Capacity %1\n").arg(p0.PVT.Krw.size());


    // 7. Base Data
    out << "\n--- Base Data ---\n";
    out << QString("Base.Pi: %1\n").arg(p0.Base.Pi);
    out << QString("Base.Cti: %1\n").arg(p0.Base.Cti);
    out << QString("Base.Cf: %1\n").arg(p0.Base.Cf);
    out << QString("Base.Soi: %1\n").arg(p0.Base.Soi);
    out << QString("Base.Sgi: %1\n").arg(p0.Base.Sgi);
    out << QString("Base.Swi: %1\n").arg(p0.Base.Swi);
    out << QString("Base.k: Capacity %1\n").arg(p0.Base.k.size());
    out << QString("Base.phi: Capacity %1\n").arg(p0.Base.phi.size());
    out << QString("Base.h: Capacity %1\n").arg(p0.Base.h.size());

	out << QString("Base.d: Capacity %1\n").arg(p0.Base.d);
	out << QString("Base.dt_Max: Capacity %1\n").arg(p0.Base.dt_Max);
	out << QString("Base.dt_Min: Capacity %1\n").arg(p0.Base.dt_Min);

    out << "\n--- End of HX_NWTM_MODEL_INPUT Content ---\n";

    file.close();
    qDebug() << QString("Successfully saved HX_NWTM_MODEL_INPUT content to: %1").arg(filePath);
    return true;
}