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2024年4月16日发(作者:好研网登录博客)

ANSOFT MAXWELL 2D/3D

FIELD CALCULATOR

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Examples-

Introduction

This manual is intended as an addendum to the on-line documentation regarding Post-

processing in general and the Field Calculator in particular. The Field Calculator can be

used for a variety of tasks, however its primary use is to extend the post-processing

capabilities within Maxwell beyond the calculation / plotting of the main field quantities.

The Field Calculator makes it possible to operate with primary vector fields (such as H, B,

J, etc) using vector algebra and calculus operations in a way that is both mathematically

correct and meaningful from a Maxwell’s equations perspective.

The Field Calculator can also operate with geometry quantities for three basic purposes:

- plot field quantities (or derived quantities) onto geometric entities;

- perform integration (line, surface, volume) of quantities over specified geometric

entities;

- export field results in a user specified box or at a user specified set of locations

(points).

Another important feature of the (field) calculator is that it can be fully macro driven. All

operations that can be performed in the calculator have a corresponding “image” in one

or more lines of macro language code. Post-processing macros are widely used for

repetitive post-processing operations, for support purposes and in cases where

Optimetrics is used and post-processing macros provide some quantity required in the

optimization / parameterization process.

This document describes the mechanics of the tools as well as the “softer” side of it as

well. So, apart from describing the structure of the interface this document will show

examples of how to use the calculator to perform many of the post-processing operations

encountered in practical, day to day engineering activity using Maxwell. Examples are

grouped according to the type of solution. Keep in mind that most of the examples can be

easily transposed into similar operations performed with solutions of different physical

nature. Also most of the described examples have easy to find 2D versions.

1. Description of the interface

The interface is shown in Fig. I1. It is structured such that it contains a stack which holds

the quantity of interest in stack registers. A number of operations are intended to allow

the user to manipulate the contents of the stack or change the order of quantities being

hold in stack registers. The description of the functionality of the stack manipulation

buttons (and of the corresponding stack commands) is presented below:

- Push repeats the contents of the top stack register so that after the operation the two

top lines contain identical information;

- Pop deletes the last entry from the stack (deletes the top of the stack);

- RlDn (roll down) is a “circular” move that makes the contents of the stacks slide

down one line with the bottom of the stack advancing to the top;


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