| 1 | /**************************************************************************** | 
| 2 | ** | 
| 3 | ** Copyright (C) 2016 The Qt Company Ltd. | 
| 4 | ** Contact: https://www.qt.io/licensing/ | 
| 5 | ** | 
| 6 | ** This file is part of the Qt Charts module of the Qt Toolkit. | 
| 7 | ** | 
| 8 | ** $QT_BEGIN_LICENSE:GPL$ | 
| 9 | ** Commercial License Usage | 
| 10 | ** Licensees holding valid commercial Qt licenses may use this file in | 
| 11 | ** accordance with the commercial license agreement provided with the | 
| 12 | ** Software or, alternatively, in accordance with the terms contained in | 
| 13 | ** a written agreement between you and The Qt Company. For licensing terms | 
| 14 | ** and conditions see https://www.qt.io/terms-conditions. For further | 
| 15 | ** information use the contact form at https://www.qt.io/contact-us. | 
| 16 | ** | 
| 17 | ** GNU General Public License Usage | 
| 18 | ** Alternatively, this file may be used under the terms of the GNU | 
| 19 | ** General Public License version 3 or (at your option) any later version | 
| 20 | ** approved by the KDE Free Qt Foundation. The licenses are as published by | 
| 21 | ** the Free Software Foundation and appearing in the file LICENSE.GPL3 | 
| 22 | ** included in the packaging of this file. Please review the following | 
| 23 | ** information to ensure the GNU General Public License requirements will | 
| 24 | ** be met: https://www.gnu.org/licenses/gpl-3.0.html. | 
| 25 | ** | 
| 26 | ** $QT_END_LICENSE$ | 
| 27 | ** | 
| 28 | ****************************************************************************/ | 
| 29 |  | 
| 30 | #include <private/logxydomain_p.h> | 
| 31 | #include <private/qabstractaxis_p.h> | 
| 32 | #include <QtCharts/QLogValueAxis> | 
| 33 | #include <QtCore/QtMath> | 
| 34 | #include <cmath> | 
| 35 |  | 
| 36 | QT_CHARTS_BEGIN_NAMESPACE | 
| 37 |  | 
| 38 | LogXYDomain::LogXYDomain(QObject *parent) | 
| 39 |     : AbstractDomain(parent), | 
| 40 |       m_logLeftX(0), | 
| 41 |       m_logRightX(1), | 
| 42 |       m_logBaseX(10) | 
| 43 | { | 
| 44 | } | 
| 45 |  | 
| 46 | LogXYDomain::~LogXYDomain() | 
| 47 | { | 
| 48 | } | 
| 49 |  | 
| 50 | void LogXYDomain::setRange(qreal minX, qreal maxX, qreal minY, qreal maxY) | 
| 51 | { | 
| 52 |     bool axisXChanged = false; | 
| 53 |     bool axisYChanged = false; | 
| 54 |  | 
| 55 |     adjustLogDomainRanges(min&: minX, max&: maxX); | 
| 56 |  | 
| 57 |     if (!qFuzzyCompare(p1: m_minX, p2: minX) || !qFuzzyCompare(p1: m_maxX, p2: maxX)) { | 
| 58 |         m_minX = minX; | 
| 59 |         m_maxX = maxX; | 
| 60 |         axisXChanged = true; | 
| 61 |         qreal logMinX = std::log10(x: m_minX) / std::log10(x: m_logBaseX); | 
| 62 |         qreal logMaxX = std::log10(x: m_maxX) / std::log10(x: m_logBaseX); | 
| 63 |         m_logLeftX = logMinX < logMaxX ? logMinX : logMaxX; | 
| 64 |         m_logRightX = logMinX > logMaxX ? logMinX : logMaxX; | 
| 65 |         if(!m_signalsBlocked) | 
| 66 |             emit rangeHorizontalChanged(min: m_minX, max: m_maxX); | 
| 67 |     } | 
| 68 |  | 
| 69 |     if (!qFuzzyIsNull(d: m_minY - minY) || !qFuzzyIsNull(d: m_maxY - maxY)) { | 
| 70 |         m_minY = minY; | 
| 71 |         m_maxY = maxY; | 
| 72 |         axisYChanged = true; | 
| 73 |         if (!m_signalsBlocked) | 
| 74 |             emit rangeVerticalChanged(min: m_minY, max: m_maxY); | 
| 75 |     } | 
| 76 |  | 
| 77 |     if (axisXChanged || axisYChanged) | 
| 78 |         emit updated(); | 
| 79 | } | 
| 80 |  | 
| 81 | void LogXYDomain::zoomIn(const QRectF &rect) | 
| 82 | { | 
| 83 |     storeZoomReset(); | 
| 84 |     QRectF fixedRect = fixZoomRect(rect); | 
| 85 |     qreal logLeftX = fixedRect.left() * (m_logRightX - m_logLeftX) / m_size.width() + m_logLeftX; | 
| 86 |     qreal logRightX = fixedRect.right() * (m_logRightX - m_logLeftX) / m_size.width() + m_logLeftX; | 
| 87 |     qreal leftX = qPow(x: m_logBaseX, y: logLeftX); | 
| 88 |     qreal rightX = qPow(x: m_logBaseX, y: logRightX); | 
| 89 |     qreal minX = leftX < rightX ? leftX : rightX; | 
| 90 |     qreal maxX = leftX > rightX ? leftX : rightX; | 
| 91 |  | 
| 92 |     qreal dy = spanY() / m_size.height(); | 
| 93 |     qreal minY = m_minY; | 
| 94 |     qreal maxY = m_maxY; | 
| 95 |  | 
| 96 |     minY = maxY - dy * fixedRect.bottom(); | 
| 97 |     maxY = maxY - dy * fixedRect.top(); | 
| 98 |  | 
| 99 |     setRange(minX, maxX, minY, maxY); | 
| 100 | } | 
| 101 |  | 
| 102 | void LogXYDomain::zoomOut(const QRectF &rect) | 
| 103 | { | 
| 104 |     storeZoomReset(); | 
| 105 |     QRectF fixedRect = fixZoomRect(rect); | 
| 106 |     const qreal factorX = m_size.width() / fixedRect.width(); | 
| 107 |  | 
| 108 |     qreal logLeftX = m_logLeftX + (m_logRightX - m_logLeftX) / 2 * (1 - factorX); | 
| 109 |     qreal logRightX = m_logLeftX + (m_logRightX - m_logLeftX) / 2 * (1 + factorX); | 
| 110 |     qreal leftX = qPow(x: m_logBaseX, y: logLeftX); | 
| 111 |     qreal rightX = qPow(x: m_logBaseX, y: logRightX); | 
| 112 |     qreal minX = leftX < rightX ? leftX : rightX; | 
| 113 |     qreal maxX = leftX > rightX ? leftX : rightX; | 
| 114 |  | 
| 115 |     qreal dy = spanY() / fixedRect.height(); | 
| 116 |     qreal minY = m_minY; | 
| 117 |     qreal maxY = m_maxY; | 
| 118 |  | 
| 119 |     maxY = minY + dy * fixedRect.bottom(); | 
| 120 |     minY = maxY - dy * m_size.height(); | 
| 121 |  | 
| 122 |     if (logRightX > m_size.width()) | 
| 123 |         return; | 
| 124 |  | 
| 125 |     if (qIsInf(d: maxX)) | 
| 126 |         return; | 
| 127 |  | 
| 128 |     setRange(minX, maxX, minY, maxY); | 
| 129 | } | 
| 130 |  | 
| 131 | void LogXYDomain::move(qreal dx, qreal dy) | 
| 132 | { | 
| 133 |     if (m_reverseX) | 
| 134 |         dx = -dx; | 
| 135 |     if (m_reverseY) | 
| 136 |         dy = -dy; | 
| 137 |  | 
| 138 |     qreal stepX = dx * (m_logRightX - m_logLeftX) / m_size.width(); | 
| 139 |     qreal leftX = qPow(x: m_logBaseX, y: m_logLeftX + stepX); | 
| 140 |     qreal rightX = qPow(x: m_logBaseX, y: m_logRightX + stepX); | 
| 141 |     qreal minX = leftX < rightX ? leftX : rightX; | 
| 142 |     qreal maxX = leftX > rightX ? leftX : rightX; | 
| 143 |  | 
| 144 |     qreal y = spanY() / m_size.height(); | 
| 145 |     qreal minY = m_minY; | 
| 146 |     qreal maxY = m_maxY; | 
| 147 |  | 
| 148 |     if (dy != 0) { | 
| 149 |         minY = minY + y * dy; | 
| 150 |         maxY = maxY + y * dy; | 
| 151 |     } | 
| 152 |     setRange(minX, maxX, minY, maxY); | 
| 153 | } | 
| 154 |  | 
| 155 | QPointF LogXYDomain::calculateGeometryPoint(const QPointF &point, bool &ok) const | 
| 156 | { | 
| 157 |     const qreal deltaX = m_size.width() / (m_logRightX - m_logLeftX); | 
| 158 |     const qreal deltaY = m_size.height() / (m_maxY - m_minY); | 
| 159 |  | 
| 160 |     qreal x(0); | 
| 161 |     qreal y = (point.y() - m_minY) * deltaY; | 
| 162 |     if (!m_reverseY) | 
| 163 |         y = m_size.height() - y; | 
| 164 |     if (point.x() > 0) { | 
| 165 |         x = ((std::log10(x: point.x()) / std::log10(x: m_logBaseX)) - m_logLeftX) * deltaX; | 
| 166 |         if (m_reverseX) | 
| 167 |             x = m_size.width() - x; | 
| 168 |         ok = true; | 
| 169 |     } else { | 
| 170 |         x = 0; | 
| 171 |         qWarning() << "Logarithms of zero and negative values are undefined." ; | 
| 172 |         ok = false; | 
| 173 |     } | 
| 174 |     return QPointF(x, y); | 
| 175 | } | 
| 176 |  | 
| 177 | QVector<QPointF> LogXYDomain::calculateGeometryPoints(const QVector<QPointF> &vector) const | 
| 178 | { | 
| 179 |     const qreal deltaX = m_size.width() / (m_logRightX - m_logLeftX); | 
| 180 |     const qreal deltaY = m_size.height() / (m_maxY - m_minY); | 
| 181 |  | 
| 182 |     QVector<QPointF> result; | 
| 183 |     result.resize(size: vector.count()); | 
| 184 |  | 
| 185 |     for (int i = 0; i < vector.count(); ++i) { | 
| 186 |         if (vector[i].x() > 0) { | 
| 187 |             qreal x = ((std::log10(x: vector[i].x()) / std::log10(x: m_logBaseX)) - m_logLeftX) * deltaX; | 
| 188 |             if (m_reverseX) | 
| 189 |                 x = m_size.width() - x; | 
| 190 |             qreal y = (vector[i].y() - m_minY) * deltaY; | 
| 191 |             if (!m_reverseY) | 
| 192 |                 y = m_size.height() - y; | 
| 193 |             result[i].setX(x); | 
| 194 |             result[i].setY(y); | 
| 195 |         } else { | 
| 196 |             qWarning() << "Logarithms of zero and negative values are undefined." ; | 
| 197 |             return QVector<QPointF>(); | 
| 198 |         } | 
| 199 |  | 
| 200 |     } | 
| 201 |     return result; | 
| 202 | } | 
| 203 |  | 
| 204 | QPointF LogXYDomain::calculateDomainPoint(const QPointF &point) const | 
| 205 | { | 
| 206 |     const qreal deltaX = m_size.width() / (m_logRightX - m_logLeftX); | 
| 207 |     const qreal deltaY = m_size.height() / (m_maxY - m_minY); | 
| 208 |     qreal x = m_reverseX ? (m_size.width() - point.x()) : point.x(); | 
| 209 |     x = qPow(x: m_logBaseX, y: m_logLeftX + x / deltaX); | 
| 210 |     qreal y = m_reverseY ? point.y() : (m_size.height() - point.y()); | 
| 211 |     y /= deltaY; | 
| 212 |     y += m_minY; | 
| 213 |     return QPointF(x, y); | 
| 214 | } | 
| 215 |  | 
| 216 | bool LogXYDomain::attachAxis(QAbstractAxis *axis) | 
| 217 | { | 
| 218 |     AbstractDomain::attachAxis(axis); | 
| 219 |     QLogValueAxis *logAxis = qobject_cast<QLogValueAxis *>(object: axis); | 
| 220 |  | 
| 221 |     if (logAxis && logAxis->orientation() == Qt::Horizontal) { | 
| 222 |         QObject::connect(sender: logAxis, SIGNAL(baseChanged(qreal)), receiver: this, SLOT(handleHorizontalAxisBaseChanged(qreal))); | 
| 223 |         handleHorizontalAxisBaseChanged(baseX: logAxis->base()); | 
| 224 |     } | 
| 225 |  | 
| 226 |     return true; | 
| 227 | } | 
| 228 |  | 
| 229 | bool LogXYDomain::detachAxis(QAbstractAxis *axis) | 
| 230 | { | 
| 231 |     AbstractDomain::detachAxis(axis); | 
| 232 |     QLogValueAxis *logAxis = qobject_cast<QLogValueAxis *>(object: axis); | 
| 233 |  | 
| 234 |     if (logAxis && logAxis->orientation() == Qt::Horizontal) | 
| 235 |         QObject::disconnect(sender: logAxis, SIGNAL(baseChanged(qreal)), receiver: this, SLOT(handleHorizontalAxisBaseChanged(qreal))); | 
| 236 |  | 
| 237 |     return true; | 
| 238 | } | 
| 239 |  | 
| 240 | void LogXYDomain::handleHorizontalAxisBaseChanged(qreal baseX) | 
| 241 | { | 
| 242 |     m_logBaseX = baseX; | 
| 243 |     qreal logMinX = std::log10(x: m_minX) / std::log10(x: m_logBaseX); | 
| 244 |     qreal logMaxX = std::log10(x: m_maxX) / std::log10(x: m_logBaseX); | 
| 245 |     m_logLeftX = logMinX < logMaxX ? logMinX : logMaxX; | 
| 246 |     m_logRightX = logMinX > logMaxX ? logMinX : logMaxX; | 
| 247 |     emit updated(); | 
| 248 | } | 
| 249 |  | 
| 250 | // operators | 
| 251 |  | 
| 252 | bool Q_AUTOTEST_EXPORT operator== (const LogXYDomain &domain1, const LogXYDomain &domain2) | 
| 253 | { | 
| 254 |     return (qFuzzyIsNull(d: domain1.m_maxX - domain2.m_maxX) | 
| 255 |             && qFuzzyIsNull(d: domain1.m_maxY - domain2.m_maxY) | 
| 256 |             && qFuzzyIsNull(d: domain1.m_minX - domain2.m_minX) | 
| 257 |             && qFuzzyIsNull(d: domain1.m_minY - domain2.m_minY)); | 
| 258 | } | 
| 259 |  | 
| 260 |  | 
| 261 | bool Q_AUTOTEST_EXPORT operator!= (const LogXYDomain &domain1, const LogXYDomain &domain2) | 
| 262 | { | 
| 263 |     return !(domain1 == domain2); | 
| 264 | } | 
| 265 |  | 
| 266 |  | 
| 267 | QDebug Q_AUTOTEST_EXPORT operator<<(QDebug dbg, const LogXYDomain &domain) | 
| 268 | { | 
| 269 | #ifdef QT_NO_TEXTSTREAM | 
| 270 |     Q_UNUSED(domain) | 
| 271 | #else | 
| 272 |     dbg.nospace() << "AbstractDomain("  << domain.m_minX << ',' << domain.m_maxX << ',' << domain.m_minY << ',' << domain.m_maxY << ')' << domain.m_size; | 
| 273 | #endif | 
| 274 |     return dbg.maybeSpace(); | 
| 275 | } | 
| 276 |  | 
| 277 | QT_CHARTS_END_NAMESPACE | 
| 278 |  | 
| 279 | #include "moc_logxydomain_p.cpp" | 
| 280 |  |