/* * CallWeaver -- An open source telephony toolkit. * * Copyright (C) 2004 - 2005, Andy Powell * * Updated by Mark Spencer * * See http://www.callweaver.org for more information about * the CallWeaver project. Please do not directly contact * any of the maintainers of this project for assistance; * the project provides a web site, mailing lists and IRC * channels for your use. * * This program is free software, distributed under the terms of * the GNU General Public License Version 2. See the LICENSE file * at the top of the source tree. */ /*! \file * * \brief Maths relatad dialplan functions * */ #ifdef HAVE_CONFIG_H #include "confdefs.h" #endif #include #include #include #include #include "callweaver.h" CALLWEAVER_FILE_VERSION("$HeadURL$", "$Revision$") #include "callweaver/module.h" #include "callweaver/channel.h" #include "callweaver/pbx.h" #include "callweaver/logger.h" #include "callweaver/utils.h" #include "callweaver/app.h" #include "callweaver/config.h" static void *math_function; static const char math_func_name[] = "MATH"; static const char math_func_synopsis[] = "Performs Mathematical Functions"; static const char math_func_syntax[] = "MATH(number1 op number2[, type_of_result])"; static const char math_func_desc[] = "Perform calculation on number 1 to number 2. Valid ops are: \n" " +,-,/,*,%,<,>,>=,<=,==\n" "and behave as their C equivalents.\n" " - wanted type of result:\n" " f, float - float(default)\n" " i, int - integer,\n" " h, hex - hex,\n" " c, char - char\n" "Example: Set(i=${MATH(123 % 16, int)}) - sets var i=11"; enum TypeOfFunctions { ADDFUNCTION, DIVIDEFUNCTION, MULTIPLYFUNCTION, SUBTRACTFUNCTION, MODULUSFUNCTION, GTFUNCTION, LTFUNCTION, GTEFUNCTION, LTEFUNCTION, EQFUNCTION }; enum TypeOfResult { FLOAT_RESULT, INT_RESULT, HEX_RESULT, CHAR_RESULT }; static int builtin_function_math(struct cw_channel *chan, int argc, char **argv, char *buf, size_t len) { double fnum1; double fnum2; double ftmp = 0; char *op; char *mvalue1, *mvalue2 = NULL; int iaction = -1; int type_of_result = FLOAT_RESULT; if (argc != 2 || !argv[0][0] || !argv[1][0]) return cw_function_syntax(math_func_syntax); if (buf) { if (!strcasecmp(argv[1],"float") || !strcasecmp(argv[1],"f")) type_of_result=FLOAT_RESULT; else if (!strcasecmp(argv[1],"int") || !strcasecmp(argv[1],"i")) type_of_result=INT_RESULT; else if (!strcasecmp(argv[1],"hex") || !strcasecmp(argv[1],"h")) type_of_result=HEX_RESULT; else if (!strcasecmp(argv[1],"char") || !strcasecmp(argv[1],"c")) type_of_result=CHAR_RESULT; else { cw_log(CW_LOG_ERROR, "Unknown type of result requested '%s'\n", argv[1]); return cw_function_syntax(math_func_syntax); } mvalue1 = argv[0]; if ((op = strchr(mvalue1, '+'))) { iaction = ADDFUNCTION; *op = '\0'; } else if ((op = strchr(mvalue1, '-'))) { iaction = SUBTRACTFUNCTION; *op = '\0'; } else if ((op = strchr(mvalue1, '*'))) { iaction = MULTIPLYFUNCTION; *op = '\0'; } else if ((op = strchr(mvalue1, '/'))) { iaction = DIVIDEFUNCTION; *op = '\0'; } else if ((op = strchr(mvalue1, '%'))) { iaction = MODULUSFUNCTION; *op = '\0'; } else if ((op = strchr(mvalue1, '>'))) { iaction = GTFUNCTION; *op = '\0'; if (*(op+1) == '=') { *++op = '\0'; iaction = GTEFUNCTION; } } else if ((op = strchr(mvalue1, '<'))) { iaction = LTFUNCTION; *op = '\0'; if (*(op+1) == '=') { *++op = '\0'; iaction = LTEFUNCTION; } } else if ((op = strchr(mvalue1, '='))) { iaction = GTFUNCTION; *op = '\0'; if (*(op+1) == '=') { *++op = '\0'; iaction = EQFUNCTION; } else op = NULL; } if (op) mvalue2 = op + 1; if (!mvalue1 || !mvalue2) { cw_log(CW_LOG_WARNING, "Supply all the parameters - just this once, please\n"); return -1; } if (sscanf(mvalue1, "%lf", &fnum1) != 1) { cw_log(CW_LOG_WARNING, "'%s' is not a valid number\n", mvalue1); return -1; } if (sscanf(mvalue2, "%lf", &fnum2) != 1) { cw_log(CW_LOG_WARNING, "'%s' is not a valid number\n", mvalue2); return -1; } switch (iaction) { case ADDFUNCTION : ftmp = fnum1 + fnum2; break; case DIVIDEFUNCTION : if (fnum2 <= 0) ftmp = 0.0L; /* can't do a divide by 0 */ else ftmp = (fnum1 / fnum2); break; case MULTIPLYFUNCTION : ftmp = (fnum1 * fnum2); break; case SUBTRACTFUNCTION : ftmp = (fnum1 - fnum2); break; case MODULUSFUNCTION : { int inum1 = fnum1; int inum2 = fnum2; ftmp = (inum1 % inum2); break; } case GTFUNCTION : cw_copy_string (buf, (fnum1 > fnum2)?"TRUE":"FALSE", len); break; case LTFUNCTION : cw_copy_string (buf, (fnum1 < fnum2)?"TRUE":"FALSE", len); break; case GTEFUNCTION : cw_copy_string (buf, (fnum1 >= fnum2)?"TRUE":"FALSE", len); break; case LTEFUNCTION : cw_copy_string (buf, (fnum1 <= fnum2)?"TRUE":"FALSE", len); break; case EQFUNCTION : cw_copy_string (buf, (fnum1 == fnum2)?"TRUE":"FALSE", len); break; default : cw_log(CW_LOG_WARNING, "Something happened that neither of us should be proud of %d\n", iaction); return -1; } if (iaction < GTFUNCTION || iaction > EQFUNCTION) { if (type_of_result == FLOAT_RESULT) snprintf(buf, len, "%lf", ftmp); else if (type_of_result == INT_RESULT) snprintf(buf, len, "%i", (int) ftmp); else if (type_of_result == HEX_RESULT) snprintf(buf, len, "%x", (unsigned int) ftmp); else if (type_of_result == CHAR_RESULT) snprintf(buf, len, "%c", (unsigned char) ftmp); } } return 0; } static const char tdesc[] = "math functions"; static int unload_module(void) { return cw_unregister_function(math_function); } static int load_module(void) { math_function = cw_register_function(math_func_name, builtin_function_math, math_func_synopsis, math_func_syntax, math_func_desc); return 0; } MODULE_INFO(load_module, NULL, unload_module, NULL, tdesc) /* Local Variables: mode: C c-file-style: "linux" indent-tabs-mode: nil End: */