by uCalc Software - 상품타입: Component / .NET Class / DLL
주의 : 이 제품정보에는 한글안내가 포함되어 있지 않습니다.
A math parser for programmers. uCalc FMP is a 32-bit DLL component which allows your program to evaluate expressions that are defined at runtime. uCalc FMP is a fast, reliable and flexible math engine that allows you to develop applications that allow end users to add their own set of formulas whenever they want instead of having to pre-determine them. It includes direct support for .NET compilers, Visual Basic, Visual Basic .NET, and Visual C++, Borland C++ Builder, Delphi and PowerBASIC (PB/DLL and PB/CC).
일반 적인 소비자 가격은 하기에 표시되어 있습니다. 고객님의 할인가격은 표시 하시려면 로그인 해주시기 바랍니다.
| 주문 | ₩ 188,900 | 1 Developer License | 다운로드 (858 KB) |
| 주문 | ₩ 632,500 | 1 Developer License | 다운로드 (858 KB) | |
| 주문 | ₩ 379,000 | 1 Developer License, price per license from 2 to 9 licenses | 다운로드 (858 KB) | |
| 주문 | ₩ 315,600 | 1 Developer License, price per license from 10 licenses | 다운로드 (858 KB) | |
| 주문 | ₩ 188,900 | 1 Developer Upgrade License from uCalc Fast Math Parser V2.0 | 확인 | 다운로드 (858 KB) |
| 주문 | ₩ 443,700 | 1 Developer Upgrade License from Lite Edition | 확인 | 다운로드 (858 KB) |
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일반 적인 소비자 가격은 상기에 표시되어 있습니다. 고객님의 할인가격은 표시 하시려면 로그인 해주시기 바랍니다.
uCalc FMP allows programs to evaluate math expressions that are defined at run time. It parses them, evaluates formulas and performs the calculations with extended precision via 80-bit numbers. uCalc Fast Math Parser performs everything from basic arithmetic to advanced trigonometric calculations. Ease of implementation, flexibility, sturdiness and speed are at the core of the product's design. It includes direct support for Borland C++ Builder, Delphi, PowerBASIC (PB/DLL and PB/CC), Visual Basic (classic), Visual Basic .NET, and Visual C++.
uCalc FMP in a nutshell
Example 1: This lets the end-user evaluate an expression such as 6+4*5/2
UserExpr$ = InputBox$("Enter an expression",,"6+4*5/2")
Print ucEval(UserExpr$) ' Returns 16
Example 2: This user expression is very rapidly evaluated in a loop
(See the demo that comes with the download for a more complete example)
UserExpr$ = InputBox$("Enter an expression",,"x^2+x+1")
xPtr = ucDefineVariable("x As Double", VarPtr(x))
ExprPtr = ucParse(UserExpr$)
For x = 1 To 1000000
SumTotal = SumTotal + ucEvaluate(ExprPtr)
Next
uCalc FMP is used by some Fortune 500 companies from categories such as Aeronautics, Automobile, Banking, Computers, and Securities.
Operators and functions available to end-users
The first section lists functions and operators that are typically familiar, each with a quick description and example. The subsequent section lists special functions that require additional explanations.
| Symbol | Description | Example |
| ! | Factorial | 5! = 120 |
| ^ | Raised to the power of | 4 ^ 5 = 1024 |
| * | Multiply by | 3 * 6 = 18 |
| / | Divide by | 9 / 2 = 4.5 |
| \ | Integer divide by | 9 \ 2 = 4 |
| mod | Modulo (remainder) | 7 mod 4 = 3 |
| + | Add | 1 + 1 = 2 |
| - | Subtract | 9 - 5 = 4 |
| - | Unary negation | -(5+4) = -9 |
| + | Concatenate | 'Zeb' + 'ra' = 'Zebra' |
| > | Greater than (numeric) | 9 > 2 = 1 |
| < | Less than (numeric) | 7 < 4 = 0 |
| == | Equal test (numeric) | 5 == 4 = 0 |
| >= | Greater or equal (numeric) | 3 >= 3 = 1 |
| <= | Less or equal (numeric) | #h3E <= 9 = 0 |
| <> | Not equal (numeric) | #b10101 <> 20 = 1 |
| > | Greater than (string) | 'This' > 'That' = 1 |
| < | Less than (string) | 'This' < 'That' = 0 |
| == | Equal test (string) | 'A' == 'B' = 0 |
| >= | Greater or equal (string) | 'Zeb' >= 'Zebra' = 0 |
| <= | Less or equal (string) | 'Zeb' <= 'Zebra' = 1 |
| <> | Not equal (string) | 'X' <> 'Y' = 1 |
| And | Bitwise AND | #b101 AND #h1E = 4 |
| Or | Bitwise OR | 13 OR 6 = 15 |
| AndAlso | Short-circuit And | |
| OrElse | Short-circuit Or | |
| IIF | If condition (numeric) | IIf(1+1=2, 4, 5) = 4 |
| IIF | If condition (string) | IIf(1, 'T', 'F') = 'T' |
| Min | Minimum value | min(10, 3) = 3 |
| Max | Maximum value | max(1, 9, 2) = 9 |
| Sin | Sine | sin(pi) = 0 |
| Cos | Cosine | cos(pi) = -1 |
| Tan | Tangent | tan(pi) = 0 |
| Atan | Arc tangent | atan(0) = 0 |
| Abs | Absolute value | abs(-8) = 8 |
| Exp | e to the power of | exp(3) = 20.08 |
| Log | Natural log | log(16) = 2.77 |
| Ceil | Round up | ceil(6.2) = 7 |
| Int | Truncate to an integer | int(6.8) = 6 |
| Frac | Fractional part | Frac(3.125) = 0.125 |
| Sgn | Sign (returns -1, 0, or 1) | sgn(-9) = -1 |
| Sqr | Square root | sqr(64) = 8 |
Functions that require further explanation:
Asc(StringArg [, Position])
Returns the ASCII value of a character. If the Position argument is omitted, then the ASCII value of the first character of the string is returned, otherwise the value of the nth position (starting with 1), as supplied by the Position argument is returned.
BaseConvert(Number, FromBase)
Converts from a given base to base 10. Number is a string argument (to allow for non-numeric digits as used in hexadecimal), and FromBase is numeric.
Example: BaseConvert("101", 2) returns 5
Chr(Number)
Returns the character associated with the ASCII value supplied as the Number argument.
Min(a, b [, ...])
Max(a, b [, ...])
These two are actually mocro-like items instead of functions. They take any number of arguments and return the minimum argument (for Min), or the maximum argument (for Max). They work with both string and numeric arguments. Arguments must be either all strings or all numbers
Precedence(Operator)
Returns the precedence level of a given operator. The Operator argument is a string.
Rand([x])
Rand(a, b)
Options
No parameters
Returns a floating point random number between 0 and 1. The number chosen is the next in a random sequence.
x > 0
Returns a floating point random number between 0 and 1. The number chosen is the next in a random sequence.
x = 0
Returns the same random number as the one previously generated.
x < 0
Returns the same random number each time, using the parameter as seed.
a, b
Returns an integer random number between a and b.
SetSyntaxParams(Params, Expression [, Thread])
This adds curly braces { and } around parameters in a string so that this string can be used as a syntax definition. This allows for the definition of macros, for instance.
Params is a string argument, which contains a list of parameters. The parameters in the string do not have to be organized in any special way. uCalc will pick out all alphanumeric elements in the string and treat those as the parameters. Expression is a string containing a definition that is to be parameterized. That is, curly braces will be added around each alphanumeric occurrence in Expression that was found in Params. Parameter names are not case sensitive. The thread argument is optional. A value of 0 represents the current thread.
The example below shows how you might call SetSyntaxParams. Here uCalc picks out x, y, and z from Params as parameters. Occurrences of x, y, and z in the second argument are surrounded by curly braces in the transformed string:
Expression ==> SetSyntaxParams("(x, y, z)", "macro(x, y, z) = sin(x)*y+abc+x-z")
Transformation ==> macro({x}, {y}, {z}) = sin({x})*{y}+abc+{x}-{z}
Here, the first argument could have equally been "x, y, z"; "(x y z)", "[x+y+z]", "((x) (y) (z))", etc...
See also the Macro construct at the very end of the include file.
uc_For(Counter, Step, Start, Finish, Expression)
This repeats the evaluation of Expression a certain number of times, as in a For/Next loop. The Counter argument accepts a numeric variable, which will first be set to the value of Start, and then successively be incremented by the amount of Step, until the Counter variable is finally set equal to Finish, at which point the loop ends. The return value is the result of the evaluation of the expression in its last iteration.
uc_Loop(DoCondition, Expression, LoopCondition)
This repeats the evaluation of the Expression argument until either DoCondition or LoopCondition is equal to 0. The value of DoCondition is checked prior to the evaluation of the expression, while the value of LoopCondition is checked after the expression is evaluated. The return value is the result of the evaluation of the expression in its last iteration.
uCalc(Command [, ...])
uCalcStr(Command [, ...])
uCalc and uCalcStr correspond with the uCalc function. This allows you to expose all of uCalc's functionality to the end-user. The end-user can use uCalc or uCalcStr in an expression just like any other function listed in this help file topic. This function is reserved for the commercial uCalc FMP license, or the uCalc Language Builder.
New or Enhanced
The IIF function now only evaluates either the True argument, or the False one, but not both.
The IIF function can work with either numeric or string arguments.
String relational (comparison) operators were added.
There is no longer any ambiguity between the + operator, the & operator, and the AND operator, for strings and numbers.
Standard license includes
Lite license
The lite license is for those who want a fast math parser, but don't care for advanced features. You can always upgrade later if necessary.
You get a license code that removes the message box, but with limitations.
The following end-user functions (that is functions that can be used in an expression) are disabled when the lite license option is applied:
Top 10 Reasons why uCalc customers said they have chosen to buy the uCalc Standard Edition:
1. Speed. When it comes to working with multiple equations at a time, customers have mentioned that uCalc is much faster than other parsers.
2. Customers mentioned flexibility as an advantage over other parsers.
3. Customers also found uCalc FMP very easy to implement in a program.
4. Customers find it easy to add new functions, operators and variables.
5. Customers have chosen uCalc for reliability / stability / quality as they have had bad experiences with other parsers they have tried before.
6. uCalc goes beyond just math/maths expressions, as it can handle strings as well.
7. The new ability to change syntax is considered useful by some customers.
8. Customers found that the multi-threading capability was useful.
9. uCalc is good at catching exceptions and error handling.
10. Customers thought that the uCalc product technical support was beyond what they had experienced with other products.