WOLFRAM

Products
  • Wolfram|One
  • Mathematica
  • Notebook Assistant + LLM Kit
  • Compute Services
  • System Modeler
  • All Products
Consulting & Solutions
  • Wolfram Consulting
  • Industry Solutions
  • Solutions for Education
Learning & Support
  • Wolfram U Courses
  • Wolfram Language Resources
  • Wolfram Community
  • Support FAQs
  • Contact Support
Company
  • About Wolfram
  • Careers
  • Events
  • Educational Programs
  • All Sites and Resources
Wolfram|Alpha
Wolfram Cloud
Your Account
  • Your Account
  • User Portal
Search

Mechanical Systems  / Function Index  /
Previous section-----Next section

Point
2D/3D

• Point[bnum, lpnt] is a Mech data object that specifies a point in the local coordinate system of body bnum.
• The lpnt can be a vector, {x, y} (2D) or {x, y, z} (3D), or a point number (positive integer) referencing coordinates that were defined with
SetBodies.

• A simple vector {x, y} or {x, y, z} given in place of a Point object is interpreted as Point[1, {x, y}] or Point[1, {x, y, z}].
• Mech's overloading of the built-in Point symbol has no effect on its usage in other Mathematica code.
• See also: Axis, Line, Plane, Point, Vector.

Further Examples

Load the Modeler2D package.

In[1]:=

The following are all valid point specifications. The use of Location serves to show how the points are interpreted by MechanicalSystems. First we show points on body 1, the ground body.

In[2]:=
Out[2]=
In[3]:=
Out[3]=

Here are points on body 2. Local point number zero is always defined as the origin of a body.

In[4]:=
Out[4]=
In[5]:=
Out[5]=

After using SetBodies to define some local points, they can be referenced by their indices in a Point object.

In[6]:=
Out[7]=


  • Products
  • Wolfram|One
  • Mathematica
  • Notebook Assistant + LLM Kit
  • Compute Services
  • System Modeler

  • Wolfram|Alpha Notebook Edition
  • Wolfram|Alpha Pro
  • Mobile Apps

  • Wolfram Engine
  • Wolfram Player

  • Volume & Site Licensing
  • Server Deployment Options
  • Consulting
  • Wolfram Consulting
  • Repositories
  • Data Repository
  • Function Repository
  • Community Paclet Repository
  • Neural Net Repository
  • Prompt Repository

  • Wolfram Language Example Repository
  • Notebook Archive
  • Wolfram GitHub
  • Learning
  • Wolfram U
  • Wolfram Language Documentation
  • Webinars & Training
  • Educational Programs

  • Wolfram Language Introduction
  • Fast Introduction for Programmers
  • Fast Introduction for Math Students
  • Books

  • Wolfram Community
  • Wolfram Blog
  • Public Resources
  • Wolfram|Alpha
  • Wolfram Problem Generator
  • Wolfram Challenges

  • Computer-Based Math
  • Computational Thinking
  • Computational Adventures

  • Demonstrations Project
  • Wolfram Data Drop
  • MathWorld
  • Wolfram Science
  • Wolfram Media Publishing
  • Customer Resources
  • Store
  • Product Downloads
  • User Portal
  • Your Account
  • Organization Access

  • Support FAQ
  • Contact Support
  • Company
  • About Wolfram
  • Careers
  • Contact
  • Events
Facebook X Twitch LinkedIn YouTube Wolfram
© 2025 Wolfram | Legal & Privacy Policy |
English
  • en