Skip to Main Content
Powered by
QUBES
Login
close
SCUDEM
EXPO
SIMIODE EXPO 2024
SIMIODE EXPO 2023
SIMIODE EXPO 2022
SIMIODE EXPO 2021
Textbook
Redeem Access or Download Code
Third Party Sales
Browse
Starter Kit
Authors
About
Newsletter
Members
197
Announcements
2
Blog
34
Calendar
Collections
Forum
1
Projects
Resources
Usage
Resources
Filter
Text Search:
Resource Type
(75)
Modeling Scenario
(29)
Technique Narrative
(0)
Potential Scenario
(38)
Article or Presentation
(5)
Free Online Textbook
(2)
General Resource
(1)
Sample Syllabus
(0)
Assessment Rubric or Guide
(0)
SCUDEM
(0)
EXPO
(0)
Differential Equation Type
(75)
ODE
(70)
PDE
(1)
Difference
(8)
Delay
(0)
Integral
(0)
First
(23)
Second
(21)
Higher
(1)
Linear
(24)
Nonlinear
(22)
System
(23)
Constant Coeff
(9)
Homogeneous
(13)
Nonhomogeneous
(15)
Other
(2)
Technique
(75)
Boundary Value Problems
(9)
Eigen Methods
(0)
Exact Equations
(0)
Fourier Series
(0)
Initial Value Problems
(60)
Integrating Factor
(3)
Laplace Transform
(0)
Linear Algebra
(1)
Matrices
(1)
Numerical Methods
(5)
Parameter Estimation
(37)
Qualitative Behavior
(3)
Separable
(4)
Separation of Variables
(4)
Series
(0)
Substitution Methods
(0)
Theory (general)
(0)
Undetermined Coefficients
(0)
Variation of Parameters
(0)
Other
(3)
Qualitative Analysis
(75)
Equilibrium
(12)
Stability
(7)
Attractor
(0)
Phase Plane
(2)
Graphical analysis
(17)
Eigenvalue analysis
(0)
Parameters
(53)
Other
(16)
Application Area
(75)
Chemistry
(10)
Economics
(5)
Engineering
(7)
Humanities
(1)
Life Sciences
(31)
Mathematics
(46)
Modeling (general)
(67)
Physics
(24)
Social Sciences
(10)
Other
(0)
Course
(75)
Precalculus
(0)
Calculus 1
(1)
Calculus 2
(19)
Calculus 3 (multivariable)
(1)
Differential Equations
(73)
Modeling
(72)
Other
(0)
Course Level
(76)
Introductory
(75)
Upper Level
(74)
Graduate
(1)
High School
(42)
Other
(0)
Lesson Length
(75)
Portion of one class period
(18)
One class period
(11)
Multiple class periods
(1)
One term (semester or quarter)
(0)
One year
(0)
Other
(46)
Technology
(75)
Derive
(0)
Excel
(5)
GeoGebra
(0)
Maple
(2)
Mathematica
(21)
MathCad
(0)
MatLab
(7)
Octave
(1)
Python
(0)
R
(0)
SAGE
(1)
Desmos
(0)
Calculator
(0)
None
(3)
Other
(46)
Approach
(75)
Directed
(0)
Flipped
(0)
Guided
(29)
Open-ended
(0)
Discussion
(0)
Develop model
(0)
Other
(46)
Skills
(75)
Data collection
(18)
Data analysis
(39)
Programming
(2)
Statistics
(3)
Other
(35)
Key Scientific Process Skills
(29)
Reading research papers
(0)
Reviewing prior research
(1)
Asking a question
(28)
Formulating hypotheses
(27)
Designing/conducting experiments
(11)
Predicting outcomes
(15)
Gathering data/making observations
(12)
Analyzing data
(16)
Interpreting results/data
(18)
Displaying/modeling results/data
(17)
Communicating results
(15)
Translating into mathematics
(1)
Assessment Type
(29)
Assessment of individual student performance
(0)
Assessment of student groups/teams
(0)
Assignment
(0)
Exam/quiz, in class
(0)
Exam/quiz, take home
(0)
Homework
(26)
Answer clicker-type question(s)
(0)
Answer essay question(s)
(0)
Answer fill in the blank question(s)
(0)
Answer multiple choice question(s)
(0)
Answer short answer question(s)
(0)
Answer true/false question(s)
(0)
Create a concept map
(0)
Create a diagram, drawing, figure, etc.
(0)
Create a website
(0)
Create graph, table etc. to present data
(0)
Design an experiment or research study
(0)
Design/present a poster
(0)
Give an oral presentation
(0)
Informal in-class report
(0)
Interpret data
(0)
Order items (e.g. strip sequence)
(0)
Participate in discussion
(0)
Peer evaluation
(0)
Post-test
(0)
Pre-test
(0)
Produce a video or video response
(0)
Respond to metacognition/reflection prompt
(0)
Self evaluation
(0)
Solve problem(s)
(0)
Written assignment: One minute paper
(0)
Written assignment: Brochure
(0)
Written assignment: Essay
(0)
Written assignment: Figure and or figure legend
(0)
Written assignment: Report
(28)
Written assignment: Literature review
(0)
Pedagogical Approaches
(28)
Think-Pair-Share
(0)
Brainstorming
(0)
Case Study
(1)
Clicker Question
(0)
Collaborative Work
(0)
One Minute Paper
(0)
Reflective Writing
(0)
Concept Maps
(0)
Strip Sequence
(0)
Computer Model
(0)
Physical Model
(1)
Interactive Lecture
(0)
Pre/Post Question
(0)
Guided inquiry/investigation
(27)
Vision and Change Core Competencies - Ability
(28)
Create and develop models
(28)
Use quantitative reasoning
(25)
Design simulations
(13)
Tap into interdisciplinary study
(3)
Communicate and collaborate with mathematics community
(0)
Communicate and collaborate with other disciplines
(2)
Understand the relationship between material and society
(0)
Principles of How People Learn
(28)
Motivates student to learn material
(28)
Focuses student on the material to be learned
(27)
Develops supportive community of learners
(2)
Leverages differences among learners
(0)
Reveals prior knowledge
(1)
Requires student to do the bulk of the work
(0)
Bloom's Cognitive Level
(27)
Foundational: factual knowledge & comprehension
(0)
Application & Analysis
(27)
Synthesis/Evaluation/Creation
(0)
Includes clear efforts on Issues
(0)
Diversity
(0)
Equity
(0)
Inclusion
(0)
Enhancement of all
(0)
Applied Filters
Downloads
Views
Date
Relevance
Modeling Scenario
361
views
448
downloads
0
comments
1-001-MM-DeathAndImmigration-ModelingScenario
We conduct a simulation of death and immigration, using a small set of "individuals", m&m candies or any two sided object (coin, chips), in which upon tossing a set of individuals we cause some to die and others then to immigrate. Modeling ensues!
simulation
immigration
death
Spanish
dats
Winkel
Brian Winkel
Modeling Scenario
201
views
38
downloads
0
comments
1-141-MMGameRevisited-ModelingScenario
It is assumed that the probability of an M&M chocolate, when tossed, falling on the M side is 0.5 The goal is to find a probability distribution of the probability q which is Pr(randomly chosen M&M falling M up when tossed).
Probability
stochastic processes
Bayesian methods
probability distribution
Modeling Scenario
376
views
145
downloads
0
comments
1-001s-StochasticMDeathImmigration-ModelingScenario
We develop a mathematical model of a death and immigration process using m&ms as a stochastic process with the help of probability generating functions (pgf). We start with 50 m&ms in a bag.
simulation
data
logistic
immigration
stochastic
death
fitting
Modeling Scenario
488
views
270
downloads
0
comments
1-001a-MMDeathImmigration-Variation-ModelingScenario
We model exponential death with m&m's as well as death with immigration.
simulation
data
m&m
immigration
death
Article or Presentation
201
views
60
downloads
0
comments
2009-Brian_Winkel-Population_modelling_with_MandMs
Several activities in which population dynamics can be modeled by tossing M&M’s® candy are presented.
simulation
parameter estimation
immigration
death
difference equation
Modeling Scenario
284
views
344
downloads
0
comments
1-001B-DeathImmigrationMystery-ModelingScenario
We describe a classroom activity in which students use M\&M candies to simulate death and immigration. Each student conducts an experiment with an immigration rate unique to that student - of that student's choice
m&m
Mystery Novels
immigration
experiment
death
Potential Scenario
145
views
44
downloads
0
comments
1969-Carl_Metzler-A mathematical model for the pharmacokinetics of LSD effect
Contains data on performance scores vs. plasma levels of LSD in human tissues.
LSD
testing
pharmacokinetics
performance
plasma level
Potential Scenario
186
views
41
downloads
0
comments
1980-Peastrel-Lynch-Armenti-Terminal velocity of a shuttlecock in vertical fall
We have performed a straightforward vertical fall experiment for a case where the effects of air resistance are important and directly measurable.
falling
terminal velocity
shuttlecock
vertical fall
Modeling Scenario
209
views
187
downloads
0
comments
5-077-MandMAttritionWarfare-ModelingScenario
Students model attrition between two opposing forces using M&M candies and discover a system of linear differential equations of order one, often called the Lanchester equations.
attrition
Lanchester model
predator-predator
N-square Law
Article or Presentation
140
views
38
downloads
0
comments
1980-Peastrel-Lynch-Armenti-Terminal_velocity_of_a_shuttlecock_in_vertical_fall
This paper offers a set of data on a falling shuttlecock (the moving object in badminton) in air. How the authors collected the data is described fully and can be replicated easily by modern equipment.
parameter estimation
data collection
resistance
falling
terminal velocity
Newton's Second Law of Motion
shuttlecock
Modeling Scenario
194
views
155
downloads
0
comments
4-035-ParEstSteadyState-ModelingScenario
Students estimate parameters in a second order, linear, ordinary differential equations through analysis of the steady state solution. By applying a driver we can collect data in terms of the parameters and estimate these parameters
driver
steady state
sum of square errors
Modeling Scenario
186
views
205
downloads
0
comments
4-050-ResonanceBeats-ModelingScenario
We study what can happen when a pure oscillator (no damper) is driven by a forced vibration function which has the same or close to the same natural frequency as the system it is driving.
Spring 2020 workshop
vibration
tuning
driver
resonance
forced vibration
undamped
beats
naturl frequency
Modeling Scenario
248
views
150
downloads
0
comments
3-045-RampBounce-ModelingScenario
Students build two projectile motion models (1) a one-dimensional model for a vertically falling ball from a fixed distance until it hits an inclined ramp and (2) a two-dimensional projectile motion model of the ball bouncing off the ramp.
projectile motion
inclined ramp
coefficient of restitution
optimal angle
bounce
Potential Scenario
193
views
75
downloads
0
comments
2014-XM-Huang-Ordinary Differential Equation Model and its Application in the Prediction Control of Population
In this paper, we study two kinds of ordinary differential equation models, i.e., Malthus model and Logistic model, and discuss their applications in the prediction control of population.
population dynamics
Logistic model
Malthus Model
Population Prediction Control
Potential Scenario
107
views
43
downloads
0
comments
1994-M_Yamaguti-Discrete Models in Social Sciences
Also, a finite difference model in sociology is given as a chaotic phenomenon.
economics
chaos
sociology
discrete
discretization
Potential Scenario
166
views
82
downloads
0
comments
1971-Carl_Metzler-Usefulness Of Two Compartment Open Model In Pharmacokinetics
Compartment models are widely used in pharmaceutical research to quantitate the kinetics of absorption, distribution, metabolism and excretion of a drug. In this article two applications of the two compartment open model are discussed.
LSD
compartment
pharmacokinetics
Modeling Scenario
325
views
424
downloads
1
comments
1-017-DiseaseSpread-ModelingScenario
Using a grid and m&m candies, we simulate the spread of disease. Students conduct the simulation and collect data to estimate parameters (in several ways) in a differential equation model for the spread of the disease.
Modeling Scenario
320
views
317
downloads
0
comments
1-120-CircularRollerCoaster-ModelingScenario
Students study the dynamics of a circular roller coaster and work out the equations of motion in the ideal case as well as considering the interesting complication of including kinetic friction. This problem is an excellent introduction for students
population dynamics
energy
Fluid Mechanics
m
friction
roller coaster
integration by8 parts
Potential Scenario
105
views
40
downloads
0
comments
2008-Brewer-EtAl-Fitting ordinary differential equations to short time course data
In this paper, we present a survey of existing algorithms and describe the main approaches. We also introduce and evaluate a new efficient technique for estimating ODEs linear in parameters particularly suited to situations where noise levels are...
time series
Evaluation SPLINE
gene
least squares
bifurcation
Modeling Scenario
295
views
147
downloads
0
comments
1-105-AnimalFall-ModelingScenario
This project uses Newton's Second Law of Motion to model a falling animal with a resistance term proportional to cross sectional area of the animal, presumed to be spherical in shape.
animal
Netwon's Second Law of Motion
falling body
terminal velocity
air resistance
Newton
air friction
fall
Results 1 - 20 of 75
Display #
5
10
15
20
25
30
50
100
500
1000
Start
Prev
1
2
3
4
Next
End