Mercurial > public > hwos_code
view src/Tests/compass_trigo_test.cpp @ 613:8077ee960199
fix for italian and french language
author | heinrichsweikamp |
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date | Wed, 30 Jan 2019 16:27:56 +0100 |
parents | 7d9edd3b8c86 |
children |
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////////////////////////////////////////////////////////////////////////////// /// compass_trigo_test.cpp /// Unit test for compass various operations. /// Copyright (c) 2012-2015, JD Gascuel, HeinrichsWeikamp, all right reserved. ////////////////////////////////////////////////////////////////////////////// // HISTORY // 2015-05-23 jDG: Rewrite compass testing, to allow reducing code size. extern "C" { # include "compass.h" } #include <gtest/gtest.h> ////////////////////////////////////////////////////////////////////////////// // Fake assembleur fixed point multiplies. extern "C" Int16 compass_umul(void); extern "C" Int16 compass_imul(void); extern "C" Int16 compass_a, compass_b; // The (filtered) components of the magnetometer sensor: Int16 compass_DX_f; Int16 compass_DY_f; Int16 compass_DZ_f; // Found soft-iron calibration values, deduced from already filtered values. Int16 compass_CX_f; Int16 compass_CY_f; Int16 compass_CZ_f; // The (filtered) components of the accelerometer sensor: Int16 accel_DX_f; Int16 accel_DY_f; Int16 accel_DZ_f; // The compass result value. Int16 compass_heading; Int16 compass_roll; Int16 compass_pitch; Int16 compass_a, compass_b; Int16 compass_umul() { unsigned int a = compass_a; unsigned int b = compass_b; a *= b; a >>= 15; return (Int16)a; } Int16 compass_imul() { int a = compass_a; int b = compass_b; a *= b; a >>= 15; return (Int16)a; } ////////////////////////////////////////////////////////////////////////////// TEST(ops, multiply) { // Check basic sign handling: EXPECT_EQ(umul( 8000, 4000), (Int16)0x03D0); // 8000/2**15 * 4000/2**15 = 0x3D0 EXPECT_EQ(imul(-8000, 4000), (Int16)0xFC2F); // -976 = 0xFC2F EXPECT_EQ(imul( 8000, -4000), (Int16)0xFC2F); // -976 = 0xFC2F EXPECT_EQ(imul(-8000, -4000), (Int16)0x03D0); // +976 = 0x3D0 } TEST(ops, divide) { // Check basic divides: EXPECT_EQ(udiv(32000, 32001), (Int16)32766); // 0.99997 ~ 32766 EXPECT_EQ(udiv( 4000, 8000), (Int16)16384); EXPECT_EQ(udiv( 2000, 8000), (Int16) 8192); EXPECT_EQ(udiv( 1000, 8000), (Int16) 4096); EXPECT_EQ(udiv( 500, 8000), (Int16) 2048); } TEST(trigo, atan) { // Check angles returned by the SINGLE QUADRANT atan() function: EXPECT_EQ(utan(100, 100), (Int16)4501); // +1 EXPECT_EQ(utan( 90, 100), (Int16)4195); // -4 EXPECT_EQ(utan( 80, 100), (Int16)3864); // -2 EXPECT_EQ(utan( 70, 100), (Int16)3500); // +1 EXPECT_EQ(utan( 60, 100), (Int16)3099); // +3 EXPECT_EQ(utan( 50, 100), (Int16)2658); // +1 EXPECT_EQ(utan( 40, 100), (Int16)2179); // -1 EXPECT_EQ(utan( 30, 100), (Int16)1667); // -3 EXPECT_EQ(utan( 20, 100), (Int16)1127); // -4 EXPECT_EQ(utan( 10, 100), (Int16) 569); // -2 EXPECT_EQ(utan( 0, 100), (Int16) 0); } TEST(trigo, cosx2h2) { // Check ONE-OCTANT pseudo-cosinus function // Note: cosxh(x**2, x**2+y**2) is computing cos(atan(y/x)) EXPECT_EQ(cosxh(12769, 13169), (Int16)32268); // 113, 20 --> 10.0369° --> 32267 +1 EXPECT_EQ(cosxh(10000, 12500), (Int16)29310); // 100, 50 --> 26.5650° --> 29309 +1 EXPECT_EQ(cosxh(10000, 20000), (Int16)23171); // 100, 100 --> 45.0000° --> 23170 +1 EXPECT_EQ(cosxh( 2500, 12500), (Int16)14658); // 50, 100 --> 63.4349° --> 14654 +4 EXPECT_EQ(cosxh( 400, 13169), (Int16) 5718); // 20, 113 --> 79.9631° --> 5711 +7 } TEST(trigo, sinCos) { Int16 sin, cos; //---- Check sincos() FIRST QUADRANT --------------------------------- sincos( 20, 113, &sin, &cos); // 80° EXPECT_EQ(sin, (Int16)32269); // +2 EXPECT_EQ(cos, (Int16) 5727); // +16 sincos( 50, 100, &sin, &cos); // 63° EXPECT_EQ(sin, (Int16)29311); // +2 EXPECT_EQ(cos, (Int16)14660); // +6 sincos(100, 100, &sin, &cos); // 45° EXPECT_EQ(sin, (Int16)23173); // +3 EXPECT_EQ(cos, (Int16)23173); // +3 sincos(100, 50, &sin, &cos); // 27° EXPECT_EQ(sin, (Int16)14660); // +6 EXPECT_EQ(cos, (Int16)29311); // +2 sincos(113, 20, &sin, &cos); // 10° EXPECT_EQ(sin, (Int16) 5727); // +16 EXPECT_EQ(cos, (Int16)32269); // +2 //---- Check sincos() OTHER QUADRANTS -------------------------------- sincos(-20, 113, &sin, &cos); // 90+80° EXPECT_EQ(sin, (Int16) 32269); // +2 EXPECT_EQ(cos, (Int16) -5727); // +16 sincos(-20,-113, &sin, &cos); // 180+80° EXPECT_EQ(sin, (Int16)-32269); // +2 EXPECT_EQ(cos, (Int16) -5727); // +16 sincos( 20,-113, &sin, &cos); // 270+80° EXPECT_EQ(sin, (Int16)-32269); // +2 EXPECT_EQ(cos, (Int16) 5727); // +16 }