// // FILE: unit_test_001.cpp // AUTHOR: Rob Tillaart // DATE: 2020-12-28 // PURPOSE: unit tests for the infiniteAverage // https://github.com/RobTillaart/infiniteAverage // https://github.com/Arduino-CI/arduino_ci/blob/master/REFERENCE.md // // supported assertions // ---------------------------- // assertEqual(expected, actual); // a == b // assertNotEqual(unwanted, actual); // a != b // assertComparativeEquivalent(expected, actual); // abs(a - b) == 0 or (!(a > b) && !(a < b)) // assertComparativeNotEquivalent(unwanted, actual); // abs(a - b) > 0 or ((a > b) || (a < b)) // assertLess(upperBound, actual); // a < b // assertMore(lowerBound, actual); // a > b // assertLessOrEqual(upperBound, actual); // a <= b // assertMoreOrEqual(lowerBound, actual); // a >= b // assertTrue(actual); // assertFalse(actual); // assertNull(actual); // // special cases for floats // assertEqualFloat(expected, actual, epsilon); // fabs(a - b) <= epsilon // assertNotEqualFloat(unwanted, actual, epsilon); // fabs(a - b) >= epsilon // assertInfinity(actual); // isinf(a) // assertNotInfinity(actual); // !isinf(a) // assertNAN(arg); // isnan(a) // assertNotNAN(arg); // !isnan(a) #include #include "infiniteAverage.h" unittest_setup() { fprintf(stderr, "IAVG_LIB_VERSION: %s\n", (char *) IAVG_LIB_VERSION); } unittest_teardown() { } unittest(test_constructor) { IAVG iavg; assertEqual(0, iavg.count()); assertEqual(0, iavg.whole()); assertEqualFloat(0, iavg.decimals(), 0.0001); } unittest(test_add) { IAVG iavg; iavg.add(10000000); assertEqual(1, iavg.count()); assertEqual(10000000, iavg.whole()); assertEqualFloat(0, iavg.decimals(), 0.0001); assertEqualFloat(10000000, iavg.average(), 0.0001); iavg.add(1); assertEqual(2, iavg.count()); assertEqual(10000001, iavg.whole()); assertEqualFloat(0, iavg.decimals(), 0.0001); assertEqualFloat(5000000.5, iavg.average(), 0.5); // as output is just a float ... } unittest(test_threshold) { IAVG iavg; iavg.reset(); for (int i = 0; i < 1000; i++) { iavg.add(1.0 * i); } fprintf(stderr, "%d \t%d \t%f\n", iavg.count(), iavg.whole(), iavg.average()); // shows the effects of (relative) small thresholds with non-uniform data for (uint32_t th = 100000; th < 1000000; th += 100000) { iavg.reset(); iavg.setDivideThreshold(th); for (int i = 0; i < 1000; i++) { iavg.add(1.0 * i); } fprintf(stderr, "%3d %d \t%d \t%f\n", th, iavg.count(), iavg.whole(), iavg.average()); } } unittest_main() // --------