FE Exam Dynamics Review – Learn the Core Ideas Through 8 Real Problems

Описание: ⏱️ Chapters
0:00 Intro (Topics Covered)
1:53 Review Format
2:15 How to Access the Full Dynamics Review for Free
2:33 Problem 1 – Kinematics of Particles
9:49 Problem 2 – Kinetic Friction & Newton’s 2nd Law (Particles)
19:05 Problem 3 – Work-Energy & Impulse-Momentum (Particles)
27:30 Problem 4 – Angular Momentum Conservation & Work-Energy
35:32 Problem 5 – Kinematics of Rigid Bodies / Mechanisms
51:03 Problem 6 – Newton’s 2nd Law for Rigid Bodies
1:01:43 Problem 7 – Work-Energy for Rigid Bodies
1:11:53 Problem 8 – Free & Forced Vibration
1:20:27 FE Mechanical Prep (FE Interactive – 2 Months for $19.99)
1:21:47 Outro / Thanks for Watching

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📺 Full FE Mechanical Problem Playlist:
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✅ Detailed handwritten + typed solutions with FE Handbook references
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🧠 FE Exam Prep | FE Dynamics Review – 8 Problems with Full Solutions

Dynamics is a big chuck of the FE Mechanical exam so mastering this section will go a long way to improving your score. Additionally dynamics problems don’t just show up in one section — they’re foundational to subjects like mechanics of materials and mechanical design as well. Mastering these concepts is key to scoring points across multiple areas of the exam.
This video walks through 8 real FE-style problems from the Dynamics, Kinematics, and Vibrations section of the FE Reference Handbook (Section 7). Each problem is tied to a key topic you need to master — and there are timestamps in the description so you can jump to exactly what you need.

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✅ You’ll Learn How To:

Analyze rectilinear and curvilinear motion
Apply kinetic friction and impulse-momentum principles
Use the work-energy theorem for particles and rigid bodies
Solve relative acceleration problems in rigid body motion
Handle free vibration problems with finding the equivalent spring constant (keq), and natural frequency (wn), and unit important unit conversions
Understand when to use LBF vs. LBM — and why it matters

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📘 Topics Covered in This Video:
• Kinematics of particles and rigid bodies (rectilinear, curvilinear, general equations)
• Newton’s Second Law: F = ma
• Kinetic friction: F_f = mu_k N
• Impulse-momentum: F dt = m dv
• Work-energy and energy conservation: W = T2-T1
• Free vibration fundamentals: wn, k_eq
• Coordinate systems: Cartesian, Polar, and Normal-Tangential (N-T)

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