author | Pat Downey <patd@symbian.org> |
Wed, 01 Sep 2010 12:20:46 +0100 | |
branch | RCL_3 |
changeset 39 | 1902ade171ab |
parent 0 | d46562c3d99d |
permissions | -rw-r--r-- |
0
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/* |
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* Copyright (c) 2002 Nokia Corporation and/or its subsidiary(-ies). |
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* All rights reserved. |
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* This component and the accompanying materials are made available |
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* under the terms of "Eclipse Public License v1.0" |
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* which accompanies this distribution, and is available |
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* at the URL "http://www.eclipse.org/legal/epl-v10.html". |
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* |
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* Initial Contributors: |
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* Nokia Corporation - initial contribution. |
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* |
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* Contributors: |
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* |
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* Description: Graphics Math Utility functions |
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* |
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*/ |
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|
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#include "Gfxmath.h" |
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|
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|
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/*-------------------------------------------------------------------*//*! |
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* \brief Counts number of leading zeroes in an integer |
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* \param value Integer value |
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* \return Number of leading zeroes [0,32] |
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* \note Example outputs: clz(0)=32, clz(1)=31, clz(-1)=0 |
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* \todo We want to generate clz instruction for ARM if supported by the CPU |
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*//*-------------------------------------------------------------------*/ |
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|
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static int svgClz32(unsigned int value) |
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{ |
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int c = 0; |
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|
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if (value<(1u<<( 16 ))) |
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c+=( 16 ); |
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else |
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value >>= ( 16 );; |
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if (value<(1u<<( 8 ))) |
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c+=( 8 ); |
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else |
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value >>= ( 8 );; |
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if (value<(1u<<( 4 ))) |
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c+=( 4 ); |
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else |
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value >>= ( 4 );; |
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if (value<(1u<<( 2 ))) |
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c+=( 2 ); |
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else |
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value >>= ( 2 );; |
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c += 2 >> value; |
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|
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return c; |
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|
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} |
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|
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/*-------------------------------------------------------------------*//*! |
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* \brief Returns absolute value of an integer |
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* \param a 32-bit input value |
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* \return abs(a) |
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* \todo On many platforms it might be best to use native abs() ? |
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*//*-------------------------------------------------------------------*/ |
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static int svgAbs32 (int a) |
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{ |
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return (a >= 0) ? a : -a; |
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} |
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|
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static int svgGTEFloat(int lhs, int rhs) |
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{ |
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int cmp; |
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if ((lhs & rhs) >> 31) |
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{ |
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cmp = (int)lhs <= (int)rhs; |
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} |
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else |
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{ |
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cmp = (int)lhs >= (int)rhs; |
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} |
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return cmp; |
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} |
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|
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static int svgLTEFloat(int lhs, int rhs) |
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{ |
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/* Compare signed, if both are negative, we need to invert the result */ |
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int cmp; |
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if ((lhs & rhs) >> 31) |
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{ |
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cmp = (int)lhs >= (int)rhs; |
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} |
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else |
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{ |
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cmp = (int)lhs <= (int)rhs; |
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} |
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return cmp; |
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} |
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|
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/** |
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* \brief Clamping version of the fixed -> float conversion routine. That is, will not |
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* create incorrect results on values > ~32768.0 or < -32768.0 |
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* |
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* \param f Input floating-point |
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* \return Fixed-point number within 16.16 fixed-point range. |
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*/ |
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int svgScalarFromFloat(float f) |
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{ |
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int a; |
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int sign; |
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int exponent; |
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107 |
|
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int r; |
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109 |
|
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if (svgGTEFloat((*(int*)&f ), 0x47000000) ) |
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111 |
{ |
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return 0x7fffffff; |
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} |
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else |
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if (svgLTEFloat((*(int*)&f ), 0xc7000000) ) |
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116 |
{ |
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return 0x80000000; |
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} |
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else |
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120 |
{ |
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a = (*(int*)&f ); |
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sign = a >> 31; |
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exponent = (127 + 15) - ((a >> 23) & 0xff); |
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124 |
|
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r = (int)((((int)(a) << 8) | (1U << 31)) >> exponent); |
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r &= ((exponent - 32) >> 31); |
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127 |
|
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r = (r ^ sign) - sign; |
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129 |
|
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return r; |
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} |
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} |
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133 |
|
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/*********************************************************************//*! |
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* \internal |
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* |
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* \brief Converts a 16.16 fixed point value into a floating point |
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* value |
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* \param x Fixed point value |
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* \returns Corresponding floating point value |
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* \note This is essentially exactly the same routine as nglIntToFloat, |
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* except that the exponent bias value is 16 smaller (thus |
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* dividing the float by 65536). If we run out of space and |
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* want to squeeze out a few extra bytes, we could write a |
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* common routine where the scale factor is passed in as |
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* a parameter. |
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* |
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************************************************************************/ |
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149 |
|
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150 |
float svgFixedToFloat(int x) |
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151 |
{ |
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unsigned int d = (unsigned int)(x) & 0x80000000u; /* get copy of sign */ |
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int exponent; |
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154 |
|
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if (!x) /* special case handling for 0 */ |
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return (float)(0); |
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157 |
|
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x = svgAbs32(x); /* get rid of sign (the code works only for unsigned values -> we add the sign later back) */ |
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159 |
|
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/*exponent = nglGetHighestSetBit((unsigned int)(x))-23;*//* get exponent and divide value */ |
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exponent = 31 - svgClz32((unsigned int)(x)) - 23; |
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162 |
|
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if (exponent >= 0) /* "signed shift right" (we shift the mantissa to the proper place) */ |
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x>>=exponent; |
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165 |
else |
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x<<=(-exponent); /*lint !e504 *//* yes, it is an unusual shift.. */ |
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167 |
|
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exponent += 127+23-16; /* convert exponent into biased form (divide by 65536 simultaneously!) */ |
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exponent <<=23; /* shift exponent to proper place */ |
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d |= (unsigned int)(exponent); /* combine sign with exponent */ |
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x &= ((1<<23)-1); /* mask the mantissa */ |
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d |= (unsigned int)(x); /* combine sign and exponent with mantissa */ |
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173 |
|
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return *(float*)&d; /* done */ |
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175 |
} |
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176 |
|
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/*-------------------------------------------------------------------*//*! |
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* \brief 32x32->64-bit signed multiplication |
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* \param a 32-bit signed integer |
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* \param b 32-bit signed integer |
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* \return 64-bit signed result of the multiplication |
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*//*-------------------------------------------------------------------*/ |
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183 |
|
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static svgInt64 svgMul64(int a, int b) |
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185 |
{ |
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return (svgInt64)(a) * (int)(b); |
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187 |
} |
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188 |
/*=======================================================================*/ |
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/*=======================================================================*/ |
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190 |
|
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int svgScalarMul(int r1, int r2) |
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192 |
{ |
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193 |
|
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svgInt64 a = svgMul64(r1, r2); |
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int l = (int)(a); |
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int h = (int)((svgUint64)(a)>>32); |
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int r = (h << 16) | (((unsigned int)l) >> 16); /* r = 32 middle bits of the 64 bit result */ |
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int hs = h >> 31; /* hs is either 0 or 0xffffffff */ |
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/* test if there is data in the upper 17 bits of h */ |
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if ( (h >> 15) != hs) |
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r = (~hs) ^ 0x80000000; /* saturate (~hs to avoid a big constant on ARM) */ |
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202 |
|
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return r; |
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} |
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205 |
|
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/*=======================================================================*/ |
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/*=======================================================================*/ |
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208 |
|
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int svgScalarDiv(int x, int y) |
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{ |
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unsigned int ax = x < 0 ? -x : x; |
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unsigned int ay = y < 0 ? -y : y; |
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unsigned int axh = ax >> 14; |
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unsigned int axl = ax << 18; |
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int q = 0, i; |
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|
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if ((axh >> 1) >= ay) |
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{ /* saturate when overflows */ |
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if ( (x < 0) ^ (y < 0)) |
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q = 0x80000000; |
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else |
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q = 0x7fffffff; |
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} |
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else |
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{ |
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for (i = 30; i>=0; i--) |
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{ |
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if (axh >= ay) |
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{ |
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axh -= ay; |
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q += 1<<i; |
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} |
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/* lsl64 #1 */ |
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axh <<= 1; |
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axh |= axl >> 31; /* add carry */ |
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axl <<= 1; |
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} |
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if ( (x < 0) ^ (y < 0)) |
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q = -q; |
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} |
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|
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return q; |
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} |