#include "../js_modules.h" #include "furi_hal_random.h" #define JS_MATH_PI (double)3.14159265358979323846 #define JS_MATH_E (double)2.7182818284590452354 static void ret_bad_args(struct mjs* mjs, const char* error) { mjs_prepend_errorf(mjs, MJS_BAD_ARGS_ERROR, "%s", error); mjs_return(mjs, mjs_mk_undefined()); } static bool check_arg_count(struct mjs* mjs, size_t count) { size_t num_args = mjs_nargs(mjs); if(num_args != count) { ret_bad_args(mjs, "Wrong argument count"); return false; } return true; } void js_math_abs(struct mjs* mjs) { if(!check_arg_count(mjs, 1) || !mjs_is_number(mjs_arg(mjs, 0))) { mjs_return(mjs, MJS_UNDEFINED); } double x = mjs_get_double(mjs, mjs_arg(mjs, 0)); mjs_return(mjs, x < 0 ? mjs_mk_number(mjs, -x) : mjs_arg(mjs, 0)); } void js_math_acos(struct mjs* mjs) { if(!check_arg_count(mjs, 1) || !mjs_is_number(mjs_arg(mjs, 0))) { mjs_return(mjs, MJS_UNDEFINED); } double x = mjs_get_double(mjs, mjs_arg(mjs, 0)); if(x < -1 || x > 1) { ret_bad_args(mjs, "Invalid input value for Math.acos"); mjs_return(mjs, MJS_UNDEFINED); } mjs_return(mjs, mjs_mk_number(mjs, JS_MATH_PI / (double)2 - atan(x / sqrt(1 - x * x)))); } void js_math_acosh(struct mjs* mjs) { if(!check_arg_count(mjs, 1) || !mjs_is_number(mjs_arg(mjs, 0))) { mjs_return(mjs, MJS_UNDEFINED); } double x = mjs_get_double(mjs, mjs_arg(mjs, 0)); if(x < 1) { ret_bad_args(mjs, "Invalid input value for Math.acosh"); mjs_return(mjs, MJS_UNDEFINED); } mjs_return(mjs, mjs_mk_number(mjs, log(x + sqrt(x * x - 1)))); } void js_math_asin(struct mjs* mjs) { if(!check_arg_count(mjs, 1) || !mjs_is_number(mjs_arg(mjs, 0))) { mjs_return(mjs, MJS_UNDEFINED); } double x = mjs_get_double(mjs, mjs_arg(mjs, 0)); mjs_return(mjs, mjs_mk_number(mjs, atan(x / sqrt(1 - x * x)))); } void js_math_asinh(struct mjs* mjs) { if(!check_arg_count(mjs, 1) || !mjs_is_number(mjs_arg(mjs, 0))) { mjs_return(mjs, MJS_UNDEFINED); } double x = mjs_get_double(mjs, mjs_arg(mjs, 0)); mjs_return(mjs, mjs_mk_number(mjs, log(x + sqrt(x * x + 1)))); } void js_math_atan(struct mjs* mjs) { if(!check_arg_count(mjs, 1) || !mjs_is_number(mjs_arg(mjs, 0))) { mjs_return(mjs, MJS_UNDEFINED); } double x = mjs_get_double(mjs, mjs_arg(mjs, 0)); mjs_return(mjs, mjs_mk_number(mjs, atan(x))); } void js_math_atan2(struct mjs* mjs) { if(!check_arg_count(mjs, 2) || !mjs_is_number(mjs_arg(mjs, 0)) || !mjs_is_number(mjs_arg(mjs, 1))) { mjs_return(mjs, MJS_UNDEFINED); } double y = mjs_get_double(mjs, mjs_arg(mjs, 0)); double x = mjs_get_double(mjs, mjs_arg(mjs, 1)); mjs_return(mjs, mjs_mk_number(mjs, atan2(y, x))); } void js_math_atanh(struct mjs* mjs) { if(!check_arg_count(mjs, 1) || !mjs_is_number(mjs_arg(mjs, 0))) { mjs_return(mjs, MJS_UNDEFINED); } double x = mjs_get_double(mjs, mjs_arg(mjs, 0)); if(x <= -1 || x >= 1) { ret_bad_args(mjs, "Invalid input value for Math.atanh"); mjs_return(mjs, MJS_UNDEFINED); } mjs_return(mjs, mjs_mk_number(mjs, (double)0.5 * log((1 + x) / (1 - x)))); } void js_math_cbrt(struct mjs* mjs) { if(!check_arg_count(mjs, 1) || !mjs_is_number(mjs_arg(mjs, 0))) { mjs_return(mjs, MJS_UNDEFINED); } double x = mjs_get_double(mjs, mjs_arg(mjs, 0)); mjs_return(mjs, mjs_mk_number(mjs, pow(x, 1.0 / 3.0))); } void js_math_ceil(struct mjs* mjs) { if(!check_arg_count(mjs, 1) || !mjs_is_number(mjs_arg(mjs, 0))) { mjs_return(mjs, MJS_UNDEFINED); } double x = mjs_get_double(mjs, mjs_arg(mjs, 0)); mjs_return(mjs, mjs_mk_number(mjs, (int)(x + (double)0.5))); } void js_math_clz32(struct mjs* mjs) { if(!check_arg_count(mjs, 1) || !mjs_is_number(mjs_arg(mjs, 0))) { mjs_return(mjs, MJS_UNDEFINED); } unsigned int x = (unsigned int)mjs_get_int(mjs, mjs_arg(mjs, 0)); int count = 0; while(x) { x >>= 1; count++; } mjs_return(mjs, mjs_mk_number(mjs, 32 - count)); } void js_math_cos(struct mjs* mjs) { if(!check_arg_count(mjs, 1) || !mjs_is_number(mjs_arg(mjs, 0))) { mjs_return(mjs, MJS_UNDEFINED); } double x = mjs_get_double(mjs, mjs_arg(mjs, 0)); mjs_return(mjs, mjs_mk_number(mjs, cos(x))); } void js_math_exp(struct mjs* mjs) { if(!check_arg_count(mjs, 1) || !mjs_is_number(mjs_arg(mjs, 0))) { mjs_return(mjs, MJS_UNDEFINED); } double x = mjs_get_double(mjs, mjs_arg(mjs, 0)); double result = 1; double term = 1; for(int i = 1; i < 100; i++) { term *= x / i; result += term; } mjs_return(mjs, mjs_mk_number(mjs, result)); } void js_math_floor(struct mjs* mjs) { if(!check_arg_count(mjs, 1) || !mjs_is_number(mjs_arg(mjs, 0))) { mjs_return(mjs, MJS_UNDEFINED); } double x = mjs_get_double(mjs, mjs_arg(mjs, 0)); mjs_return(mjs, mjs_mk_number(mjs, (int)x)); } void js_math_log(struct mjs* mjs) { if(!check_arg_count(mjs, 1) || !mjs_is_number(mjs_arg(mjs, 0))) { mjs_return(mjs, MJS_UNDEFINED); } double x = mjs_get_double(mjs, mjs_arg(mjs, 0)); if(x <= 0) { ret_bad_args(mjs, "Invalid input value for Math.log"); mjs_return(mjs, MJS_UNDEFINED); } double result = 0; while(x >= JS_MATH_E) { x /= JS_MATH_E; result++; } mjs_return(mjs, mjs_mk_number(mjs, result + log(x))); } void js_math_max(struct mjs* mjs) { if(!check_arg_count(mjs, 2) || !mjs_is_number(mjs_arg(mjs, 0)) || !mjs_is_number(mjs_arg(mjs, 1))) { mjs_return(mjs, MJS_UNDEFINED); } double x = mjs_get_double(mjs, mjs_arg(mjs, 0)); double y = mjs_get_double(mjs, mjs_arg(mjs, 1)); mjs_return(mjs, mjs_mk_number(mjs, x > y ? x : y)); } void js_math_min(struct mjs* mjs) { if(!check_arg_count(mjs, 2) || !mjs_is_number(mjs_arg(mjs, 0)) || !mjs_is_number(mjs_arg(mjs, 1))) { mjs_return(mjs, MJS_UNDEFINED); } double x = mjs_get_double(mjs, mjs_arg(mjs, 0)); double y = mjs_get_double(mjs, mjs_arg(mjs, 1)); mjs_return(mjs, mjs_mk_number(mjs, x < y ? x : y)); } void js_math_pow(struct mjs* mjs) { if(!check_arg_count(mjs, 2) || !mjs_is_number(mjs_arg(mjs, 0)) || !mjs_is_number(mjs_arg(mjs, 1))) { mjs_return(mjs, MJS_UNDEFINED); } double base = mjs_get_double(mjs, mjs_arg(mjs, 0)); double exponent = mjs_get_double(mjs, mjs_arg(mjs, 1)); double result = 1; for(int i = 0; i < exponent; i++) { result *= base; } mjs_return(mjs, mjs_mk_number(mjs, result)); } void js_math_random(struct mjs* mjs) { if(!check_arg_count(mjs, 0)) { mjs_return(mjs, MJS_UNDEFINED); } const uint32_t random_val = furi_hal_random_get(); double rnd = (double)random_val / FURI_HAL_RANDOM_MAX; mjs_return(mjs, mjs_mk_number(mjs, rnd)); } void js_math_sign(struct mjs* mjs) { if(!check_arg_count(mjs, 1) || !mjs_is_number(mjs_arg(mjs, 0))) { mjs_return(mjs, MJS_UNDEFINED); } double x = mjs_get_double(mjs, mjs_arg(mjs, 0)); mjs_return(mjs, mjs_mk_number(mjs, x == 0 ? 0 : (x < 0 ? -1 : 1))); } void js_math_sin(struct mjs* mjs) { if(!check_arg_count(mjs, 1) || !mjs_is_number(mjs_arg(mjs, 0))) { mjs_return(mjs, MJS_UNDEFINED); } double x = mjs_get_double(mjs, mjs_arg(mjs, 0)); double result = x; double term = x; for(int i = 1; i < 10; i++) { term *= -x * x / ((2 * i) * (2 * i + 1)); result += term; } mjs_return(mjs, mjs_mk_number(mjs, result)); } void js_math_sqrt(struct mjs* mjs) { if(!check_arg_count(mjs, 1) || !mjs_is_number(mjs_arg(mjs, 0))) { mjs_return(mjs, MJS_UNDEFINED); } double x = mjs_get_double(mjs, mjs_arg(mjs, 0)); if(x < 0) { ret_bad_args(mjs, "Invalid input value for Math.sqrt"); mjs_return(mjs, MJS_UNDEFINED); } double result = 1; while(result * result < x) { result += (double)0.001; } mjs_return(mjs, mjs_mk_number(mjs, result)); } void js_math_trunc(struct mjs* mjs) { if(!check_arg_count(mjs, 1) || !mjs_is_number(mjs_arg(mjs, 0))) { mjs_return(mjs, MJS_UNDEFINED); } double x = mjs_get_double(mjs, mjs_arg(mjs, 0)); mjs_return(mjs, mjs_mk_number(mjs, x < 0 ? ceil(x) : floor(x))); } static void* js_math_create(struct mjs* mjs, mjs_val_t* object) { mjs_val_t math_obj = mjs_mk_object(mjs); mjs_set(mjs, math_obj, "abs", ~0, MJS_MK_FN(js_math_abs)); mjs_set(mjs, math_obj, "acos", ~0, MJS_MK_FN(js_math_acos)); mjs_set(mjs, math_obj, "acosh", ~0, MJS_MK_FN(js_math_acosh)); mjs_set(mjs, math_obj, "asin", ~0, MJS_MK_FN(js_math_asin)); 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)); *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; }