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- #include "FastMathQ31.h"
- #include <stdio.h>
- #include "Error.h"
- #include "Test.h"
- #define SNR_THRESHOLD 100
- /*
- Reference patterns are generated with
- a double precision computation.
- */
- #define ABS_SQRT_ERROR ((q31_t)7)
- #define ABS_ERROR ((q31_t)2200)
- #define ABS_DIV_ERROR ((q31_t)2)
- #define LOG_ABS_ERROR ((q31_t)2)
- #define ABS_ATAN_ERROR ((q31_t)3)
- void FastMathQ31::test_atan2_scalar_q31()
- {
- const q31_t *inp = input.ptr();
- q31_t *outp = output.ptr();
- q31_t res;
- unsigned long i;
- arm_status status=ARM_MATH_SUCCESS;
- for(i=0; i < ref.nbSamples(); i++)
- {
- status=arm_atan2_q31(inp[2*i],inp[2*i+1],&res);
- outp[i]=res;
- ASSERT_TRUE((status == ARM_MATH_SUCCESS));
- }
- ASSERT_SNR(ref,output,(q31_t)SNR_THRESHOLD);
- ASSERT_NEAR_EQ(ref,output,ABS_ATAN_ERROR);
- }
- void FastMathQ31::test_vlog_q31()
- {
- const q31_t *inp = input.ptr();
- q31_t *outp = output.ptr();
- arm_vlog_q31(inp,outp,ref.nbSamples());
-
-
- ASSERT_SNR(ref,output,(float32_t)SNR_THRESHOLD);
- ASSERT_NEAR_EQ(ref,output,LOG_ABS_ERROR);
- ASSERT_EMPTY_TAIL(output);
- }
- void FastMathQ31::test_division_q31()
- {
- const q31_t *nump = numerator.ptr();
- const q31_t *denp = denominator.ptr();
- q31_t *outp = output.ptr();
- int16_t *shiftp = shift.ptr();
- arm_status status;
-
- for(unsigned long i=0; i < ref.nbSamples(); i++)
- {
- status = arm_divide_q31(nump[i],denp[i],&outp[i],&shiftp[i]);
- }
- (void)status;
- ASSERT_SNR(ref,output,(float32_t)SNR_THRESHOLD);
- ASSERT_NEAR_EQ(ref,output,ABS_DIV_ERROR);
- ASSERT_EQ(refShift,shift);
- }
- void FastMathQ31::test_cos_q31()
- {
- const q31_t *inp = input.ptr();
- q31_t *outp = output.ptr();
- unsigned long i;
- for(i=0; i < ref.nbSamples(); i++)
- {
- outp[i]=arm_cos_q31(inp[i]);
- }
- ASSERT_SNR(ref,output,(float32_t)SNR_THRESHOLD);
- ASSERT_NEAR_EQ(ref,output,ABS_ERROR);
- }
- void FastMathQ31::test_sin_q31()
- {
- const q31_t *inp = input.ptr();
- q31_t *outp = output.ptr();
- unsigned long i;
- for(i=0; i < ref.nbSamples(); i++)
- {
- outp[i]=arm_sin_q31(inp[i]);
- }
- ASSERT_SNR(ref,output,(float32_t)SNR_THRESHOLD);
- ASSERT_NEAR_EQ(ref,output,ABS_ERROR);
- }
- void FastMathQ31::test_sqrt_q31()
- {
- const q31_t *inp = input.ptr();
- q31_t *outp = output.ptr();
- arm_status status;
- unsigned long i;
- for(i=0; i < ref.nbSamples(); i++)
- {
- status=arm_sqrt_q31(inp[i],&outp[i]);
- ASSERT_TRUE((status == ARM_MATH_SUCCESS) || ((inp[i] <= 0) && (status == ARM_MATH_ARGUMENT_ERROR)));
- }
- //ASSERT_SNR(ref,output,(float32_t)SNR_THRESHOLD);
- ASSERT_NEAR_EQ(ref,output,ABS_SQRT_ERROR);
- }
-
- void FastMathQ31::setUp(Testing::testID_t id,std::vector<Testing::param_t>& paramsArgs,Client::PatternMgr *mgr)
- {
- (void)paramsArgs;
- switch(id)
- {
- case FastMathQ31::TEST_COS_Q31_1:
- {
- input.reload(FastMathQ31::ANGLES1_Q31_ID,mgr);
- ref.reload(FastMathQ31::COS1_Q31_ID,mgr);
- output.create(ref.nbSamples(),FastMathQ31::OUT_Q31_ID,mgr);
- }
- break;
- case FastMathQ31::TEST_SIN_Q31_2:
- {
- input.reload(FastMathQ31::ANGLES1_Q31_ID,mgr);
- ref.reload(FastMathQ31::SIN1_Q31_ID,mgr);
- output.create(ref.nbSamples(),FastMathQ31::OUT_Q31_ID,mgr);
- }
- break;
- case FastMathQ31::TEST_SQRT_Q31_3:
- {
- input.reload(FastMathQ31::SQRTINPUT1_Q31_ID,mgr);
- ref.reload(FastMathQ31::SQRT1_Q31_ID,mgr);
- output.create(ref.nbSamples(),FastMathQ31::OUT_Q31_ID,mgr);
- }
- break;
- case FastMathQ31::TEST_DIVISION_Q31_4:
- {
- numerator.reload(FastMathQ31::NUMERATOR_Q31_ID,mgr);
- denominator.reload(FastMathQ31::DENOMINATOR_Q31_ID,mgr);
- ref.reload(FastMathQ31::DIVISION_VALUE_Q31_ID,mgr);
- refShift.reload(FastMathQ31::DIVISION_SHIFT_S16_ID,mgr);
- output.create(ref.nbSamples(),FastMathQ31::OUT_Q31_ID,mgr);
- shift.create(ref.nbSamples(),FastMathQ31::SHIFT_S16_ID,mgr);
- }
- break;
- case FastMathQ31::TEST_VLOG_Q31_5:
- {
- input.reload(FastMathQ31::LOGINPUT1_Q31_ID,mgr);
- ref.reload(FastMathQ31::LOG1_Q31_ID,mgr);
- output.create(ref.nbSamples(),FastMathQ31::OUT_Q31_ID,mgr);
- }
- break;
- case FastMathQ31::TEST_VLOG_Q31_6:
- {
- input.reload(FastMathQ31::LOGINPUT1_Q31_ID,mgr,3);
- ref.reload(FastMathQ31::LOG1_Q31_ID,mgr,3);
- output.create(ref.nbSamples(),FastMathQ31::OUT_Q31_ID,mgr);
- }
- break;
- case FastMathQ31::TEST_VLOG_Q31_7:
- {
- input.reload(FastMathQ31::LOGINPUT1_Q31_ID,mgr,8);
- ref.reload(FastMathQ31::LOG1_Q31_ID,mgr,8);
- output.create(ref.nbSamples(),FastMathQ31::OUT_Q31_ID,mgr);
- }
- break;
- case FastMathQ31::TEST_VLOG_Q31_8:
- {
- input.reload(FastMathQ31::LOGINPUT1_Q31_ID,mgr,11);
- ref.reload(FastMathQ31::LOG1_Q31_ID,mgr,11);
- output.create(ref.nbSamples(),FastMathQ31::OUT_Q31_ID,mgr);
- }
- break;
- case FastMathQ31::TEST_ATAN2_SCALAR_Q31_9:
- {
- input.reload(FastMathQ31::ATAN2INPUT1_Q31_ID,mgr);
- ref.reload(FastMathQ31::ATAN2_Q31_ID,mgr);
- output.create(ref.nbSamples(),FastMathQ31::OUT_Q31_ID,mgr);
- }
- break;
- }
-
- }
- void FastMathQ31::tearDown(Testing::testID_t id,Client::PatternMgr *mgr)
- {
- (void)id;
- output.dump(mgr);
-
- }
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