5.3.3 APPX Application Design Manual

+ Chapter 1-1: Overview of Application Design
+ Chapter 1-2: Getting Started
+ Chapter 1-3: Data Dictionary
+ Chapter 1-4: Understanding Process Design
+ Chapter 1-5: Interprocess Communication
+ Chapter 1-6: Customizing Your Application
+ Chapter 1-7: The Documentation Facility
+ Chapter 1-8: Application Design Tools
+ Chapter 2-1: Data Dictionary Overview
+ Chapter 2-2: Data Dictionary Concepts
+ Chapter 2-3: Domains
+ Chapter 2-4: Files and Fields
+ Chapter 2-5: Work Fields
+ Chapter 3-1: Overview of APPX Processes
+ Chapter 3-2: Getting Started
+ Chapter 3-3: Process Definition
+ Chapter 3-4: Menu Processes
+ Chapter 3-5: Job Processes
+ Chapter 3-6: Input Processes
+ Chapter 3-7: Output Processes
+ Chapter 3-8: Update Processes
+ Chapter 3-9: Query Processes
+ Chapter 3-10: Inquiry Processes
+ Chapter 3-11: Status Processes
+ Chapter 3-12: Subroutine Processes
+ Chapter 3-13: Table Processes
+ Chapter 3-14: Automatic and Optional Children
+ Chapter 3-15: Using the Image Editor
+ Chapter 3-16: Using GUI Features of the Image Editor
+ Chapter 3-17: Using Event Points
+ Chapter 4-1: ILF Integration
+ Chapter 4-2: True/False Status Indicators
+ Chapter 4-3: Specifying Statements
+ Chapter 4-4: The ILF Editor
+ Chapter 4-5: The Appx ILF Debugger
- Chapter 4-6: ILF Keyword Reference
+ Chapter 4-7: Predefined Fields
+ Chapter 4-8: Runtime Subroutine's and Predefined Processes
+ Chapter 4-9: Appx Chart Director API

Chapter 4-6: ILF Keyword Reference

CALC - Trigonometric - Functions


The standard trigonometric functions (sine, cosine, tangent, and the hyperbolic equivalents) take angle values expressed in radians. Large angles in excess of +/-2p may cause errors or return meaningless values.

The inverse functions (arc sine, arc cosine, and arc tangent) return angles in radians. The arguments must be in the range generated by the standard function to prevent errors. Return values are in the range (-p/2, p/2), except for @ATAN2, which returns a normalized angle in the proper quadrant (between -p and p), based on the signs of its two arguments.

The following functions are available:

Function

Description

@SIN(X)

sine of X

@SINH(X)

hyperbolic sine of X

@ASIN(X)

arc sine of X

 

 

@COS(X)

cosine of X

@COSH(X)

hyperbolic cosine of X

@ACOS(X)

arc cosine of X

 

 

@TAN(X)

tangent of X

@TANH(X)

hyperbolic tangent of X

@ATAN(X)

arc tangent of X

@ATAN2(X,Y)

normalized arc tangent of X/Y

 

 

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