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https://github.com/DarkFlippers/unleashed-firmware
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JS: Add math module (#3598)
* JS: Add math module * Double constants * Error on argument type mismatch * Fix missing returns * Using sin, exp from c library * asin, acos, pow, sqrt too * Js: tests for math module and various fixes. Co-authored-by: あく <alleteam@gmail.com> Co-authored-by: nminaylov <nm29719@gmail.com>
This commit is contained in:
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217bfac2fc
commit
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5 changed files with 433 additions and 2 deletions
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@ -54,3 +54,11 @@ App(
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requires=["js_app"],
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sources=["modules/js_submenu.c"],
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)
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App(
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appid="js_math",
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apptype=FlipperAppType.PLUGIN,
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entry_point="js_math_ep",
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requires=["js_app"],
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sources=["modules/js_math.c"],
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)
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69
applications/system/js_app/examples/apps/Scripts/math.js
Normal file
69
applications/system/js_app/examples/apps/Scripts/math.js
Normal file
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@ -0,0 +1,69 @@
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let math = require("math");
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print("math.abs(-5):", math.abs(-5));
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print("math.acos(0.5):", math.acos(0.5));
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print("math.acosh(2):", math.acosh(2));
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print("math.asin(0.5):", math.asin(0.5));
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print("math.asinh(2):", math.asinh(2));
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print("math.atan(1):", math.atan(1));
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print("math.atan2(1, 1):", math.atan2(1, 1));
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print("math.atanh(0.5):", math.atanh(0.5));
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print("math.cbrt(27):", math.cbrt(27));
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print("math.ceil(5.3):", math.ceil(5.3));
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print("math.clz32(1):", math.clz32(1));
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print("math.cos(math.PI):", math.cos(math.PI));
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print("math.exp(1):", math.exp(1));
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print("math.floor(5.7):", math.floor(5.7));
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print("math.max(3, 5):", math.max(3, 5));
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print("math.min(3, 5):", math.min(3, 5));
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print("math.pow(2, 3):", math.pow(2, 3));
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print("math.random():", math.random());
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print("math.sign(-5):", math.sign(-5));
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print("math.sin(math.PI/2):", math.sin(math.PI / 2));
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print("math.sqrt(25):", math.sqrt(25));
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print("math.trunc(5.7):", math.trunc(5.7));
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// Unit tests. Please add more if you have time and knowledge.
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// math.EPSILON on Flipper Zero is 2.22044604925031308085e-16
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let succeeded = 0;
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let failed = 0;
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function test(text, result, expected, epsilon) {
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let is_equal = math.is_equal(result, expected, epsilon);
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if (is_equal) {
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succeeded += 1;
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} else {
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failed += 1;
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print(text, "expected", expected, "got", result);
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}
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}
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test("math.abs(5)", math.abs(-5), 5, math.EPSILON);
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test("math.abs(0.5)", math.abs(-0.5), 0.5, math.EPSILON);
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test("math.abs(5)", math.abs(5), 5, math.EPSILON);
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test("math.abs(-0.5)", math.abs(0.5), 0.5, math.EPSILON);
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test("math.acos(0.5)", math.acos(0.5), 1.0471975511965976, math.EPSILON);
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test("math.acosh(2)", math.acosh(2), 1.3169578969248166, math.EPSILON);
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test("math.asin(0.5)", math.asin(0.5), 0.5235987755982988, math.EPSILON);
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test("math.asinh(2)", math.asinh(2), 1.4436354751788103, math.EPSILON);
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test("math.atan(1)", math.atan(1), 0.7853981633974483, math.EPSILON);
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test("math.atan2(1, 1)", math.atan2(1, 1), 0.7853981633974483, math.EPSILON);
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test("math.atanh(0.5)", math.atanh(0.5), 0.5493061443340549, math.EPSILON);
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test("math.cbrt(27)", math.cbrt(27), 3, math.EPSILON);
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test("math.ceil(5.3)", math.ceil(5.3), 6, math.EPSILON);
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test("math.clz32(1)", math.clz32(1), 31, math.EPSILON);
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test("math.floor(5.7)", math.floor(5.7), 5, math.EPSILON);
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test("math.max(3, 5)", math.max(3, 5), 5, math.EPSILON);
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test("math.min(3, 5)", math.min(3, 5), 3, math.EPSILON);
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test("math.pow(2, 3)", math.pow(2, 3), 8, math.EPSILON);
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test("math.sign(-5)", math.sign(-5), -1, math.EPSILON);
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test("math.sqrt(25)", math.sqrt(25), 5, math.EPSILON);
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test("math.trunc(5.7)", math.trunc(5.7), 5, math.EPSILON);
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test("math.cos(math.PI)", math.cos(math.PI), -1, math.EPSILON * 18); // Error 3.77475828372553223744e-15
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test("math.exp(1)", math.exp(1), 2.718281828459045, math.EPSILON * 2); // Error 4.44089209850062616169e-16
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test("math.sin(math.PI / 2)", math.sin(math.PI / 2), 1, math.EPSILON * 4.5); // Error 9.99200722162640886381e-16
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if (failed > 0) {
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print("!!!", failed, "Unit tests failed !!!");
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}
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@ -285,7 +285,7 @@ static int32_t js_thread(void* arg) {
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}
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const char* stack_trace = mjs_get_stack_trace(mjs);
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if(stack_trace != NULL) {
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FURI_LOG_E(TAG, "Stack trace:\n%s", stack_trace);
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FURI_LOG_E(TAG, "Stack trace:\r\n%s", stack_trace);
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if(worker->app_callback) {
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worker->app_callback(JsThreadEventErrorTrace, stack_trace, worker->context);
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}
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354
applications/system/js_app/modules/js_math.c
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354
applications/system/js_app/modules/js_math.c
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@ -0,0 +1,354 @@
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#include "../js_modules.h"
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#include "furi_hal_random.h"
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#include <float.h>
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#define JS_MATH_PI ((double)M_PI)
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#define JS_MATH_E ((double)M_E)
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#define JS_MATH_EPSILON ((double)DBL_EPSILON)
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#define TAG "JsMath"
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static void ret_bad_args(struct mjs* mjs, const char* error) {
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mjs_prepend_errorf(mjs, MJS_BAD_ARGS_ERROR, "%s", error);
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mjs_return(mjs, MJS_UNDEFINED);
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}
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static bool check_args(struct mjs* mjs, size_t count) {
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size_t num_args = mjs_nargs(mjs);
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if(num_args != count) {
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ret_bad_args(mjs, "Wrong argument count");
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return false;
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}
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for(size_t i = 0; i < count; i++) {
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if(!mjs_is_number(mjs_arg(mjs, i))) {
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ret_bad_args(mjs, "Wrong argument type");
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return false;
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}
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}
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return true;
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}
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void js_math_is_equal(struct mjs* mjs) {
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if(!check_args(mjs, 3)) {
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return;
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}
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double a = mjs_get_double(mjs, mjs_arg(mjs, 0));
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double b = mjs_get_double(mjs, mjs_arg(mjs, 1));
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double e = mjs_get_double(mjs, mjs_arg(mjs, 2));
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double f = fabs(a - b);
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mjs_return(mjs, mjs_mk_boolean(mjs, (f <= e)));
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}
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void js_math_abs(struct mjs* mjs) {
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if(!check_args(mjs, 1)) {
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return;
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}
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double x = mjs_get_double(mjs, mjs_arg(mjs, 0));
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mjs_return(mjs, mjs_mk_number(mjs, fabs(x)));
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}
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void js_math_acos(struct mjs* mjs) {
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if(!check_args(mjs, 1)) {
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return;
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}
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double x = mjs_get_double(mjs, mjs_arg(mjs, 0));
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if(x < (double)-1. || x > (double)1.) {
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ret_bad_args(mjs, "Invalid input value for math.acos");
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return;
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}
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mjs_return(mjs, mjs_mk_number(mjs, acos(x)));
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}
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void js_math_acosh(struct mjs* mjs) {
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if(!check_args(mjs, 1)) {
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return;
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}
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double x = mjs_get_double(mjs, mjs_arg(mjs, 0));
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if(x < (double)1.) {
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ret_bad_args(mjs, "Invalid input value for math.acosh");
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return;
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}
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mjs_return(mjs, mjs_mk_number(mjs, log(x + sqrt(x * x - (double)1.))));
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}
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void js_math_asin(struct mjs* mjs) {
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if(!check_args(mjs, 1)) {
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return;
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}
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double x = mjs_get_double(mjs, mjs_arg(mjs, 0));
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mjs_return(mjs, mjs_mk_number(mjs, asin(x)));
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}
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void js_math_asinh(struct mjs* mjs) {
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if(!check_args(mjs, 1)) {
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return;
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}
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double x = mjs_get_double(mjs, mjs_arg(mjs, 0));
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mjs_return(mjs, mjs_mk_number(mjs, log(x + sqrt(x * x + (double)1.))));
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}
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void js_math_atan(struct mjs* mjs) {
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if(!check_args(mjs, 1)) {
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return;
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}
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double x = mjs_get_double(mjs, mjs_arg(mjs, 0));
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mjs_return(mjs, mjs_mk_number(mjs, atan(x)));
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}
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void js_math_atan2(struct mjs* mjs) {
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if(!check_args(mjs, 2)) {
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return;
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}
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double y = mjs_get_double(mjs, mjs_arg(mjs, 0));
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double x = mjs_get_double(mjs, mjs_arg(mjs, 1));
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mjs_return(mjs, mjs_mk_number(mjs, atan2(y, x)));
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}
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void js_math_atanh(struct mjs* mjs) {
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if(!check_args(mjs, 1)) {
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return;
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}
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double x = mjs_get_double(mjs, mjs_arg(mjs, 0));
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if(x < (double)-1. || x > (double)1.) {
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ret_bad_args(mjs, "Invalid input value for math.atanh");
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return;
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}
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mjs_return(mjs, mjs_mk_number(mjs, (double)0.5 * log(((double)1. + x) / ((double)1. - x))));
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}
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void js_math_cbrt(struct mjs* mjs) {
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if(!check_args(mjs, 1)) {
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return;
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}
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double x = mjs_get_double(mjs, mjs_arg(mjs, 0));
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mjs_return(mjs, mjs_mk_number(mjs, cbrt(x)));
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}
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void js_math_ceil(struct mjs* mjs) {
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if(!check_args(mjs, 1)) {
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return;
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}
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double x = mjs_get_double(mjs, mjs_arg(mjs, 0));
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mjs_return(mjs, mjs_mk_number(mjs, ceil(x)));
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}
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void js_math_clz32(struct mjs* mjs) {
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if(!check_args(mjs, 1)) {
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return;
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}
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unsigned int x = (unsigned int)mjs_get_int(mjs, mjs_arg(mjs, 0));
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int count = 0;
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while(x) {
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x >>= 1;
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count++;
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}
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mjs_return(mjs, mjs_mk_number(mjs, 32 - count));
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}
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void js_math_cos(struct mjs* mjs) {
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if(!check_args(mjs, 1)) {
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return;
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}
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double x = mjs_get_double(mjs, mjs_arg(mjs, 0));
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mjs_return(mjs, mjs_mk_number(mjs, cos(x)));
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}
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void js_math_exp(struct mjs* mjs) {
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if(!check_args(mjs, 1)) {
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return;
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}
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double x = mjs_get_double(mjs, mjs_arg(mjs, 0));
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mjs_return(mjs, mjs_mk_number(mjs, exp(x)));
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}
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void js_math_floor(struct mjs* mjs) {
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if(!check_args(mjs, 1)) {
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return;
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}
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double x = mjs_get_double(mjs, mjs_arg(mjs, 0));
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mjs_return(mjs, mjs_mk_number(mjs, floor(x)));
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}
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void js_math_log(struct mjs* mjs) {
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if(!check_args(mjs, 1)) {
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return;
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}
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double x = mjs_get_double(mjs, mjs_arg(mjs, 0));
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if(x <= 0) {
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ret_bad_args(mjs, "Invalid input value for math.log");
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return;
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}
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mjs_return(mjs, mjs_mk_number(mjs, log(x)));
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}
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void js_math_max(struct mjs* mjs) {
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if(!check_args(mjs, 2)) {
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return;
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}
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double x = mjs_get_double(mjs, mjs_arg(mjs, 0));
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double y = mjs_get_double(mjs, mjs_arg(mjs, 1));
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mjs_return(mjs, mjs_mk_number(mjs, x > y ? x : y));
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}
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void js_math_min(struct mjs* mjs) {
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if(!check_args(mjs, 2)) {
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return;
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}
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double x = mjs_get_double(mjs, mjs_arg(mjs, 0));
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double y = mjs_get_double(mjs, mjs_arg(mjs, 1));
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mjs_return(mjs, mjs_mk_number(mjs, x < y ? x : y));
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}
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void js_math_pow(struct mjs* mjs) {
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if(!check_args(mjs, 2)) {
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return;
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}
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double base = mjs_get_double(mjs, mjs_arg(mjs, 0));
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double exponent = mjs_get_double(mjs, mjs_arg(mjs, 1));
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mjs_return(mjs, mjs_mk_number(mjs, pow(base, exponent)));
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}
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void js_math_random(struct mjs* mjs) {
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if(!check_args(mjs, 0)) {
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return;
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}
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// double clearly provides more bits for entropy then we pack
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// 32bit should be enough for now, but fix it maybe
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const uint32_t random_val = furi_hal_random_get();
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double rnd = (double)random_val / (double)FURI_HAL_RANDOM_MAX;
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mjs_return(mjs, mjs_mk_number(mjs, rnd));
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}
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void js_math_sign(struct mjs* mjs) {
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if(!check_args(mjs, 1)) {
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return;
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}
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double x = mjs_get_double(mjs, mjs_arg(mjs, 0));
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mjs_return(
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mjs,
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mjs_mk_number(mjs, x == (double)0. ? 0 : (x < (double)0. ? (double)-1.0 : (double)1.0)));
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}
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void js_math_sin(struct mjs* mjs) {
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if(!check_args(mjs, 1)) {
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return;
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}
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double x = mjs_get_double(mjs, mjs_arg(mjs, 0));
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mjs_return(mjs, mjs_mk_number(mjs, sin(x)));
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}
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void js_math_sqrt(struct mjs* mjs) {
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if(!check_args(mjs, 1)) {
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return;
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}
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double x = mjs_get_double(mjs, mjs_arg(mjs, 0));
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if(x < (double)0.) {
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ret_bad_args(mjs, "Invalid input value for math.sqrt");
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return;
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}
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mjs_return(mjs, mjs_mk_number(mjs, sqrt(x)));
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}
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void js_math_trunc(struct mjs* mjs) {
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if(!check_args(mjs, 1)) {
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return;
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}
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double x = mjs_get_double(mjs, mjs_arg(mjs, 0));
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mjs_return(mjs, mjs_mk_number(mjs, x < (double)0. ? ceil(x) : floor(x)));
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}
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static void* js_math_create(struct mjs* mjs, mjs_val_t* object) {
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mjs_val_t math_obj = mjs_mk_object(mjs);
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mjs_set(mjs, math_obj, "is_equal", ~0, MJS_MK_FN(js_math_is_equal));
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mjs_set(mjs, math_obj, "abs", ~0, MJS_MK_FN(js_math_abs));
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mjs_set(mjs, math_obj, "acos", ~0, MJS_MK_FN(js_math_acos));
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mjs_set(mjs, math_obj, "acosh", ~0, MJS_MK_FN(js_math_acosh));
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mjs_set(mjs, math_obj, "asin", ~0, MJS_MK_FN(js_math_asin));
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mjs_set(mjs, math_obj, "asinh", ~0, MJS_MK_FN(js_math_asinh));
|
||||
mjs_set(mjs, math_obj, "atan", ~0, MJS_MK_FN(js_math_atan));
|
||||
mjs_set(mjs, math_obj, "atan2", ~0, MJS_MK_FN(js_math_atan2));
|
||||
mjs_set(mjs, math_obj, "atanh", ~0, MJS_MK_FN(js_math_atanh));
|
||||
mjs_set(mjs, math_obj, "cbrt", ~0, MJS_MK_FN(js_math_cbrt));
|
||||
mjs_set(mjs, math_obj, "ceil", ~0, MJS_MK_FN(js_math_ceil));
|
||||
mjs_set(mjs, math_obj, "clz32", ~0, MJS_MK_FN(js_math_clz32));
|
||||
mjs_set(mjs, math_obj, "cos", ~0, MJS_MK_FN(js_math_cos));
|
||||
mjs_set(mjs, math_obj, "exp", ~0, MJS_MK_FN(js_math_exp));
|
||||
mjs_set(mjs, math_obj, "floor", ~0, MJS_MK_FN(js_math_floor));
|
||||
mjs_set(mjs, math_obj, "log", ~0, MJS_MK_FN(js_math_log));
|
||||
mjs_set(mjs, math_obj, "max", ~0, MJS_MK_FN(js_math_max));
|
||||
mjs_set(mjs, math_obj, "min", ~0, MJS_MK_FN(js_math_min));
|
||||
mjs_set(mjs, math_obj, "pow", ~0, MJS_MK_FN(js_math_pow));
|
||||
mjs_set(mjs, math_obj, "random", ~0, MJS_MK_FN(js_math_random));
|
||||
mjs_set(mjs, math_obj, "sign", ~0, MJS_MK_FN(js_math_sign));
|
||||
mjs_set(mjs, math_obj, "sin", ~0, MJS_MK_FN(js_math_sin));
|
||||
mjs_set(mjs, math_obj, "sqrt", ~0, MJS_MK_FN(js_math_sqrt));
|
||||
mjs_set(mjs, math_obj, "trunc", ~0, MJS_MK_FN(js_math_trunc));
|
||||
mjs_set(mjs, math_obj, "PI", ~0, mjs_mk_number(mjs, JS_MATH_PI));
|
||||
mjs_set(mjs, math_obj, "E", ~0, mjs_mk_number(mjs, JS_MATH_E));
|
||||
mjs_set(mjs, math_obj, "EPSILON", ~0, mjs_mk_number(mjs, JS_MATH_EPSILON));
|
||||
*object = math_obj;
|
||||
return (void*)1;
|
||||
}
|
||||
|
||||
static const JsModuleDescriptor js_math_desc = {
|
||||
"math",
|
||||
js_math_create,
|
||||
NULL,
|
||||
};
|
||||
|
||||
static const FlipperAppPluginDescriptor plugin_descriptor = {
|
||||
.appid = PLUGIN_APP_ID,
|
||||
.ep_api_version = PLUGIN_API_VERSION,
|
||||
.entry_point = &js_math_desc,
|
||||
};
|
||||
|
||||
const FlipperAppPluginDescriptor* js_math_ep(void) {
|
||||
return &plugin_descriptor;
|
||||
}
|
|
@ -280,7 +280,7 @@ static void mjs_append_stack_trace_line(struct mjs* mjs, size_t offset) {
|
|||
const char* filename = mjs_get_bcode_filename_by_offset(mjs, offset);
|
||||
int line_no = mjs_get_lineno_by_offset(mjs, offset);
|
||||
char* new_line = NULL;
|
||||
const char* fmt = "at %s:%d\n";
|
||||
const char* fmt = "\tat %s:%d\r\n";
|
||||
if(filename == NULL) {
|
||||
// fprintf(
|
||||
// stderr,
|
||||
|
|
Loading…
Reference in a new issue