Vibrations: 1-DOF Two-Spring System on an Incline | EOM using Newton’s Method & Natural Frequency
MECH Prof. Lee
Vibrations: 1-DOF Two-Spring System on an Incline | EOM using Newton’s Method & Natural Frequency
25:15
How to Use Trigonometry to Resolve Forces | Hidden Fundamentals of Engineering
MECH Prof. Lee
How to Use Trigonometry to Resolve Forces | Hidden Fundamentals of Engineering
0:14
How to Use Trigonometry to Resolve Forces | Hidden Fundamentals of Engineering
MECH Prof. Lee
How to Use Trigonometry to Resolve Forces | Hidden Fundamentals of Engineering
0:17
Trigonometry - Where Are Sin, Cos & Tan? | Hidden Fundamentals of Engineering
MECH Prof. Lee
Trigonometry - Where Are Sin, Cos & Tan? | Hidden Fundamentals of Engineering
0:08
Resolve Forces on a Tilted Surface in 10 Seconds | Hidden Fundamentals of Engineering
MECH Prof. Lee
Resolve Forces on a Tilted Surface in 10 Seconds | Hidden Fundamentals of Engineering
0:12
Statics Forces in 3D using Projected Angles
MECH Prof. Lee
Statics Forces in 3D using Projected Angles
0:26
Statics: Right Hand Rule Explained in 10 Seconds
MECH Prof. Lee
Statics: Right Hand Rule Explained in 10 Seconds
0:12
Manufacturing: Cutting Mechanics Made Simple | Orthogonal vs Oblique Cutting
MECH Prof. Lee
Manufacturing: Cutting Mechanics Made Simple | Orthogonal vs Oblique Cutting
1:09
Vibrations: Multi-DOF System | Connecting Spring Forces, EOM, ωₙ, Mode Shapes (Eigenvalue Method)
MECH Prof. Lee
Vibrations: Multi-DOF System | Connecting Spring Forces, EOM, ωₙ, Mode Shapes (Eigenvalue Method)
36:54
Vibrations: Damped Spring-Mass System under Forced Vibration | EOM, ωₙ, ωd, ζ, Steady-State Response
MECH Prof. Lee
Vibrations: Damped Spring-Mass System under Forced Vibration | EOM, ωₙ, ωd, ζ, Steady-State Response
16:32
Vibrations: Torsional Damped System | Rigid Bar & Disk - EOM via Newton's Law (Free Vibration)
MECH Prof. Lee
Vibrations: Torsional Damped System | Rigid Bar & Disk - EOM via Newton's Law (Free Vibration)
12:49
Vibrations: Torsional Damped System | Damping Ratio & Natural Frequencies (Undamped vs Damped)
MECH Prof. Lee
Vibrations: Torsional Damped System | Damping Ratio & Natural Frequencies (Undamped vs Damped)
7:32
Vibrations: Spring-Mass System | Equivalent Stiffness & EOM Using Newton’s Law
MECH Prof. Lee
Vibrations: Spring-Mass System | Equivalent Stiffness & EOM Using Newton’s Law
10:26
Vibrations: Torsional System | Pendulum Bar & Mass - EOM via Lagrange & Energy Method
MECH Prof. Lee
Vibrations: Torsional System | Pendulum Bar & Mass - EOM via Lagrange & Energy Method
19:22
Vibrations: Torsional System | Pendulum Bar & Mass - EOM Using Newton’s Law
MECH Prof. Lee
Vibrations: Torsional System | Pendulum Bar & Mass - EOM Using Newton’s Law
8:36
Vibrations: Torsional System | Tip Mass & Helical Spring–EOM & Linearization via Lagrange’s Equation
MECH Prof. Lee
Vibrations: Torsional System | Tip Mass & Helical Spring–EOM & Linearization via Lagrange’s Equation
11:32
Vibrations: Torsional System | Tip Mass & Helical Spring – EOM & Linearization via Newton’s Law
MECH Prof. Lee
Vibrations: Torsional System | Tip Mass & Helical Spring – EOM & Linearization via Newton’s Law
8:32
Statics: Equivalent System - Distributed Loads
MECH Prof. Lee
Statics: Equivalent System - Distributed Loads
43:17
Heat Transfer: How To Solve Numerically using the Finite Difference Method
MECH Prof. Lee
Heat Transfer: How To Solve Numerically using the Finite Difference Method
38:28
Statics: LAB for 2D Equilibrium - How to Measure Reactions in Bicycle
MECH Prof. Lee
Statics: LAB for 2D Equilibrium - How to Measure Reactions in Bicycle
3:45
Vibrations Lab: Measuring Acceleration in Simple Harmonic Motion (SHM) – Step-by-Step Guide
MECH Prof. Lee
Vibrations Lab: Measuring Acceleration in Simple Harmonic Motion (SHM) – Step-by-Step Guide
5:31
Vibrations: Simple Harmonic Motion (SHM) Explained with Bicycle Wheel Example – Must-Know Concepts
MECH Prof. Lee
Vibrations: Simple Harmonic Motion (SHM) Explained with Bicycle Wheel Example – Must-Know Concepts
3:07