grab from latest android
git-svn-id: http://skia.googlecode.com/svn/trunk@27 2bbb7eff-a529-9590-31e7-b0007b416f81
diff --git a/src/animator/SkDisplayMath.cpp b/src/animator/SkDisplayMath.cpp
new file mode 100644
index 0000000..66bd1f8
--- /dev/null
+++ b/src/animator/SkDisplayMath.cpp
@@ -0,0 +1,248 @@
+/* libs/graphics/animator/SkDisplayMath.cpp
+**
+** Copyright 2006, The Android Open Source Project
+**
+** Licensed under the Apache License, Version 2.0 (the "License");
+** you may not use this file except in compliance with the License.
+** You may obtain a copy of the License at
+**
+** http://www.apache.org/licenses/LICENSE-2.0
+**
+** Unless required by applicable law or agreed to in writing, software
+** distributed under the License is distributed on an "AS IS" BASIS,
+** WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
+** See the License for the specific language governing permissions and
+** limitations under the License.
+*/
+
+#include "SkDisplayMath.h"
+
+enum SkDisplayMath_Properties {
+ SK_PROPERTY(E),
+ SK_PROPERTY(LN10),
+ SK_PROPERTY(LN2),
+ SK_PROPERTY(LOG10E),
+ SK_PROPERTY(LOG2E),
+ SK_PROPERTY(PI),
+ SK_PROPERTY(SQRT1_2),
+ SK_PROPERTY(SQRT2)
+};
+
+const SkScalar SkDisplayMath::gConstants[] = {
+#ifdef SK_SCALAR_IS_FLOAT
+ 2.718281828f, // E
+ 2.302585093f, // LN10
+ 0.693147181f, // LN2
+ 0.434294482f, // LOG10E
+ 1.442695041f, // LOG2E
+ 3.141592654f, // PI
+ 0.707106781f, // SQRT1_2
+ 1.414213562f // SQRT2
+#else
+ 0x2B7E1, // E
+ 0x24D76, // LN10
+ 0xB172, // LN2
+ 0x6F2E, // LOG10E
+ 0x17154, // LOG2E
+ 0x3243F, // PI
+ 0xB505, // SQRT1_2
+ 0x16A0A // SQRT2
+#endif
+};
+
+enum SkDisplayMath_Functions {
+ SK_FUNCTION(abs),
+ SK_FUNCTION(acos),
+ SK_FUNCTION(asin),
+ SK_FUNCTION(atan),
+ SK_FUNCTION(atan2),
+ SK_FUNCTION(ceil),
+ SK_FUNCTION(cos),
+ SK_FUNCTION(exp),
+ SK_FUNCTION(floor),
+ SK_FUNCTION(log),
+ SK_FUNCTION(max),
+ SK_FUNCTION(min),
+ SK_FUNCTION(pow),
+ SK_FUNCTION(random),
+ SK_FUNCTION(round),
+ SK_FUNCTION(sin),
+ SK_FUNCTION(sqrt),
+ SK_FUNCTION(tan)
+};
+
+const SkFunctionParamType SkDisplayMath::fFunctionParameters[] = {
+ (SkFunctionParamType) SkType_Float, // abs
+ (SkFunctionParamType) 0,
+ (SkFunctionParamType) SkType_Float, // acos
+ (SkFunctionParamType) 0,
+ (SkFunctionParamType) SkType_Float, // asin
+ (SkFunctionParamType) 0,
+ (SkFunctionParamType) SkType_Float, // atan
+ (SkFunctionParamType) 0,
+ (SkFunctionParamType) SkType_Float, // atan2
+ (SkFunctionParamType) SkType_Float,
+ (SkFunctionParamType) 0,
+ (SkFunctionParamType) SkType_Float, // ceil
+ (SkFunctionParamType) 0,
+ (SkFunctionParamType) SkType_Float, // cos
+ (SkFunctionParamType) 0,
+ (SkFunctionParamType) SkType_Float, // exp
+ (SkFunctionParamType) 0,
+ (SkFunctionParamType) SkType_Float, // floor
+ (SkFunctionParamType) 0,
+ (SkFunctionParamType) SkType_Float, // log
+ (SkFunctionParamType) 0,
+ (SkFunctionParamType) SkType_Array, // max
+ (SkFunctionParamType) 0,
+ (SkFunctionParamType) SkType_Array, // min
+ (SkFunctionParamType) 0,
+ (SkFunctionParamType) SkType_Float, // pow
+ (SkFunctionParamType) SkType_Float,
+ (SkFunctionParamType) 0,
+ (SkFunctionParamType) SkType_Float, // random
+ (SkFunctionParamType) 0,
+ (SkFunctionParamType) SkType_Float, // round
+ (SkFunctionParamType) 0,
+ (SkFunctionParamType) SkType_Float, // sin
+ (SkFunctionParamType) 0,
+ (SkFunctionParamType) SkType_Float, // sqrt
+ (SkFunctionParamType) 0,
+ (SkFunctionParamType) SkType_Float, // tan
+ (SkFunctionParamType) 0
+};
+
+#if SK_USE_CONDENSED_INFO == 0
+
+const SkMemberInfo SkDisplayMath::fInfo[] = {
+ SK_MEMBER_PROPERTY(E, Float),
+ SK_MEMBER_PROPERTY(LN10, Float),
+ SK_MEMBER_PROPERTY(LN2, Float),
+ SK_MEMBER_PROPERTY(LOG10E, Float),
+ SK_MEMBER_PROPERTY(LOG2E, Float),
+ SK_MEMBER_PROPERTY(PI, Float),
+ SK_MEMBER_PROPERTY(SQRT1_2, Float),
+ SK_MEMBER_PROPERTY(SQRT2, Float),
+ SK_MEMBER_FUNCTION(abs, Float),
+ SK_MEMBER_FUNCTION(acos, Float),
+ SK_MEMBER_FUNCTION(asin, Float),
+ SK_MEMBER_FUNCTION(atan, Float),
+ SK_MEMBER_FUNCTION(atan2, Float),
+ SK_MEMBER_FUNCTION(ceil, Float),
+ SK_MEMBER_FUNCTION(cos, Float),
+ SK_MEMBER_FUNCTION(exp, Float),
+ SK_MEMBER_FUNCTION(floor, Float),
+ SK_MEMBER_FUNCTION(log, Float),
+ SK_MEMBER_FUNCTION(max, Float),
+ SK_MEMBER_FUNCTION(min, Float),
+ SK_MEMBER_FUNCTION(pow, Float),
+ SK_MEMBER_FUNCTION(random, Float),
+ SK_MEMBER_FUNCTION(round, Float),
+ SK_MEMBER_FUNCTION(sin, Float),
+ SK_MEMBER_FUNCTION(sqrt, Float),
+ SK_MEMBER_FUNCTION(tan, Float)
+};
+
+#endif
+
+DEFINE_GET_MEMBER(SkDisplayMath);
+
+void SkDisplayMath::executeFunction(SkDisplayable* target, int index,
+ SkTDArray<SkScriptValue>& parameters, SkDisplayTypes type,
+ SkScriptValue* scriptValue) {
+ if (scriptValue == NULL)
+ return;
+ SkASSERT(target == this);
+ SkScriptValue* array = parameters.begin();
+ SkScriptValue* end = parameters.end();
+ SkScalar input = parameters[0].fOperand.fScalar;
+ SkScalar scalarResult;
+ switch (index) {
+ case SK_FUNCTION(abs):
+ scalarResult = SkScalarAbs(input);
+ break;
+ case SK_FUNCTION(acos):
+ scalarResult = SkScalarACos(input);
+ break;
+ case SK_FUNCTION(asin):
+ scalarResult = SkScalarASin(input);
+ break;
+ case SK_FUNCTION(atan):
+ scalarResult = SkScalarATan2(input, SK_Scalar1);
+ break;
+ case SK_FUNCTION(atan2):
+ scalarResult = SkScalarATan2(input, parameters[1].fOperand.fScalar);
+ break;
+ case SK_FUNCTION(ceil):
+ scalarResult = SkIntToScalar(SkScalarCeil(input));
+ break;
+ case SK_FUNCTION(cos):
+ scalarResult = SkScalarCos(input);
+ break;
+ case SK_FUNCTION(exp):
+ scalarResult = SkScalarExp(input);
+ break;
+ case SK_FUNCTION(floor):
+ scalarResult = SkIntToScalar(SkScalarFloor(input));
+ break;
+ case SK_FUNCTION(log):
+ scalarResult = SkScalarLog(input);
+ break;
+ case SK_FUNCTION(max):
+ scalarResult = -SK_ScalarMax;
+ while (array < end) {
+ scalarResult = SkMaxScalar(scalarResult, array->fOperand.fScalar);
+ array++;
+ }
+ break;
+ case SK_FUNCTION(min):
+ scalarResult = SK_ScalarMax;
+ while (array < end) {
+ scalarResult = SkMinScalar(scalarResult, array->fOperand.fScalar);
+ array++;
+ }
+ break;
+ case SK_FUNCTION(pow):
+ // not the greatest -- but use x^y = e^(y * ln(x))
+ scalarResult = SkScalarLog(input);
+ scalarResult = SkScalarMul(parameters[1].fOperand.fScalar, scalarResult);
+ scalarResult = SkScalarExp(scalarResult);
+ break;
+ case SK_FUNCTION(random):
+ scalarResult = fRandom.nextUScalar1();
+ break;
+ case SK_FUNCTION(round):
+ scalarResult = SkIntToScalar(SkScalarRound(input));
+ break;
+ case SK_FUNCTION(sin):
+ scalarResult = SkScalarSin(input);
+ break;
+ case SK_FUNCTION(sqrt): {
+ SkASSERT(parameters.count() == 1);
+ SkASSERT(type == SkType_Float);
+ scalarResult = SkScalarSqrt(input);
+ } break;
+ case SK_FUNCTION(tan):
+ scalarResult = SkScalarTan(input);
+ break;
+ default:
+ SkASSERT(0);
+ scalarResult = SK_ScalarNaN;
+ }
+ scriptValue->fOperand.fScalar = scalarResult;
+ scriptValue->fType = SkType_Float;
+}
+
+const SkFunctionParamType* SkDisplayMath::getFunctionsParameters() {
+ return fFunctionParameters;
+}
+
+bool SkDisplayMath::getProperty(int index, SkScriptValue* value) const {
+ if ((unsigned)index < SK_ARRAY_COUNT(gConstants)) {
+ value->fOperand.fScalar = gConstants[index];
+ value->fType = SkType_Float;
+ return true;
+ }
+ SkASSERT(0);
+ return false;
+}