Featured Programs
Experiential Learning Opportunities
Claim up to $1,000 in flight credits!
Get up to $1,000 in flight credits or grants toward study or internship programs abroad when you apply by January 01, 2025. See our Official Rules for full details.
Fundamentals of Mechanical Engineering
Engineering & Social Sciences Program
Madrid, Spain
Dates: 1/16/25 - 6/4/25
Fundamentals of Mechanical Engineering
OVERVIEW
CEA CAPA Partner Institution: Universidad Carlos III de Madrid
Location: Madrid, Spain
Primary Subject Area: Engineering
Instruction in: English
Course Code: 19096
Transcript Source: Partner Institution
Course Details: Level 200
Recommended Semester Credits: 3
Contact Hours: 42
Prerequisites: Physic I
Calculus
Linear Algebra
Mathematics Extension
DESCRIPTION
1. Introduction to the Mechanism and machine science
a. Mechanism, machine and structure. General diagram of a mechanical system.
b. Transmission systems: classification
c. Number of degrees of freedom of a mechanism
2. Topological analysis of mechanisms
a. Parts of a mechanism
b. Elementary pairs.
c. Kinematic chains. Application to robotic mechanisms.
3. Kinematic analysis of mechanisms
a. Generalized coordinates
b. Kinematic mechanism analysis using loop equations
c. Natural coordinates method. Raven's method.
4. Dynamic analysis of mechanisms
a. Static analysis. Reduced force and balancing force.
b. Principle of virtual powers. Obtaining the reaction forces
5. Dynamic analysis
a. Principle of d'Alembert. Inertial force and inertial torque. Equivalent force
b. Principle of superposition
6. Transmission systems.
a. Gear transmission and gear boxes
b. Cam mechanisms
c. Other transmission systems (chains, belts and cables).
7. Introduction to the synthesis and design of spatial mechanism
a. Mechanism, machine and structure. General diagram of a mechanical system.
b. Transmission systems: classification
c. Number of degrees of freedom of a mechanism
2. Topological analysis of mechanisms
a. Parts of a mechanism
b. Elementary pairs.
c. Kinematic chains. Application to robotic mechanisms.
3. Kinematic analysis of mechanisms
a. Generalized coordinates
b. Kinematic mechanism analysis using loop equations
c. Natural coordinates method. Raven's method.
4. Dynamic analysis of mechanisms
a. Static analysis. Reduced force and balancing force.
b. Principle of virtual powers. Obtaining the reaction forces
5. Dynamic analysis
a. Principle of d'Alembert. Inertial force and inertial torque. Equivalent force
b. Principle of superposition
6. Transmission systems.
a. Gear transmission and gear boxes
b. Cam mechanisms
c. Other transmission systems (chains, belts and cables).
7. Introduction to the synthesis and design of spatial mechanism