MECH 412
Concordia University ( )
All 7 results
Sort by
-
AERO 480 and MECH 6091- Flight Control Systems Lecture 12-Course Review and Summary Prof. Youmin Zhang
- Class notes • 102 pages • 2023
- Available in package deal
-
- CA$13.64
- + learn more
AERO 480 and MECH 6091- Flight Control Systems Lecture 12-Course Review and Summary Prof. Youmin Zhang
-
AERO 480 and MECH 6091-Flight Control Systems Lecture 9- Flight Control- Basic Longitudinal-Lateral Autopilot Systems Prof. Youmin Zhang
- Class notes • 80 pages • 2023
- Available in package deal
-
- CA$15.80
- + learn more
AERO 480 and MECH 6091-Flight Control Systems Lecture 9- Flight Control- Basic Longitudinal-Lateral Autopilot Systems Prof. Youmin Zhang
-
AERO 371- Modelling and Control Systems course notes (Dr. Youmin Zhang)
- Class notes • 52 pages • 2023
- Available in package deal
-
- CA$13.64
- + learn more
AERO 371- Modelling and Control Systems course notes (Dr. Youmin Zhang)
-
GEOG 203 (DEPARTMENT OF Geography, Planning and Environment) FINAL EXAM ACTUAL STUDY GUIDE SOLUTION QUESTIONS Concordia University
- Exam (elaborations) • 7 pages • 2023
- Available in package deal
-
- CA$16.52
- + learn more
GEOG 203 (DEPARTMENT OF Geography, Planning and Environment) FINAL EXAM ACTUAL STUDY GUIDE SOLUTION QUESTIONS Concordia University
-
GEOG 203 FINAL EXAMS ALL EXPECTED HARD SOLUTIONS IN ONE FOLDER Concordia University
- Package deal • 3 items • 2023
-
- CA$30.90
- + learn more
GEOG 203 FINAL EXAMS ALL EXPECTED HARD SOLUTIONS IN ONE FOLDER Concordia University
Get paid weekly? You can!
-
AERO 480 and MECH 6091 COMBINED COURSE STUDY GUIDES Concordia University
- Package deal • 6 items • 2023
-
- CA$40.96
- + learn more
AERO 480 and MECH 6091 COMBINED COURSE STUDY GUIDES Concordia University
-
Concordia University - MECH 4126451_assignment_4-2008_solution
- Exam (elaborations) • 9 pages • 2021
-
- CA$19.39
- + learn more
PROBLEM 1 
A conical surface is generated by revolving a straight line between two points A (2, 0, 
0) and B (1, 2, 0) about the Y-axis by 180 degrees. 
1) Derive a parametric equation of the conical surface. Assume that parameter u 
moves a point along a circle on a plane perpendicular to the Y-axis as it varies 
from 0 to 1 and that parameter v changes the height of the circle in the Y-direction 
as it varies from 0 to 1.
That summary you just bought made someone very happy. Also get paid weekly? Sell your study resources on Stuvia! Discover all about earning on Stuvia