# Complete Metadata

ContainerType
  Module

MetadataVersion
  1.0

Title
  Spring Mass System Module

Abstract
  The Spring Mass System Module investigates the role of differential equations in the modeling and analysis of a simple spring mass system. This module follows the dynamic systems investigation process which scientists, engineers, and mathematicians often use in the study of physical systems.

Keywords
  differential equations, oscillation, spring, mass

Steward
  info@links.math.rpi.edu

Location
  http://links.math.rpi.edu/modules/springmass/index.html

Version
  1.0beta

VersionDate
  19971106

Form
  Module

Language
  en_US

Author
  Kevin Craig, William Siegmann, James Fairweather, Michael Chen

CatalogueID

Format
  HTML,DigitalText,DigitalImage,DigitalVideo

UserSupport
  N

Presentation
  Text,Images,Applets

Structure
  Hyperdimensional

LearningLevel
  ??

Use Time
  ??

Subject
  Engineering, Physics, Mathematics

Educational Objectives
  ??Inform about an alternate computing platform that originated many of the advanced multimedia and user-interface features seen in popular computer operating systems today.

Pedagogy
  Guided Discovery (instructor assumed to be present with students)

UseRights
  Unrestricted

PriceCurrency

PriceAmount
  0.0

Relation
  Pendulum Module, Spring Pendulum Module, How Engineers, Scientists and Mathematicians Study Physical Systems Tutorial, Free Body Diagram Tutorial, Classifying Differential Equations Tutorial, Solving Ordinary Differential Equations: Linear with Constant Coefficients Tutorial, Trigonometric Identity Tutorial, Natural Frequency Tutorial

Source

Prerequisites

InteractivityLevel
  Medium

Credits

Cataloguer's Name & Email Address
  Pamela Kott <kottp@links.math.rpi.edu>