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Pulley systems tutorial 5

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Mar 24, 2021
40:08

#EngineeringDynamics #EngineeringMechanics #Mechanics #Dynamics #Kinematics #ConstrainedMotion #DependentMotion #PulleySystems #PulleySystem #PulleyMechanics #PulleyProblems #RopeAndPulley #CableMechanics #CableLengthConstraint #ConstraintEquations #DegreesOfFreedom #OneDegreeOfFreedom #TwoDegreesOfFreedom #ParticleMotion #MotionAnalysis #RelativeMotion #ConnectedParticles #Tension #InextensibleCable #KinematicConstraints #VelocityConstraints #AccelerationConstraints #ConstantLength #DisplacementRelation #VelocityRelation #AccelerationRelation #Differentiation #ChainRule #CalculusInMechanics #AppliedMechanics #MechanicalEngineering #StaticsAndDynamics #EngineeringStudents #Physics #ClassicalMechanics #NewtonianMechanics #DynamicsTutorial ► Watch AD-FREE video AND download practice questions (COMPLETELY FREE) here: https://www.pemtutoring.co.uk/courses/05-constrained-and-dependent-motion-of-particles/ (no login or sign up required) ► FREE downloadable resources here: https://www.pemtutoring.co.uk/engineering-dynamics/ (no login or sign up required) 👇 SUBSCRIBE to PEM TUTORING YouTube channel 👇 https://www.youtube.com/channel/UCPm2FuKmrjLmbG0HbnV-mfg?sub_confirmation=1 ★☆★ FOLLOW ON SOCIAL MEDIA ★☆★ YouTube: https://www.youtube.com/channel/UCPm2FuKmrjLmbG0HbnV-mfg Website: https://www.pemtutoring.co.uk/ Instagram: https://www.instagram.com/pemtutoring/ Facebook: https://www.facebook.com/pages/category/Product-Service/PEM-Tutoring-101112152080368/ In this lesson, we study constrained (dependent) motion of particles—where two or more particles are linked by an inextensible cable (or connecting members), so the motion of one particle directly determines the motion of another. This is a core Engineering Dynamics / Engineering Mechanics skill for analysing pulley systems and setting up the correct constraint equations to relate displacement, velocity, and acceleration. ⏱️ TIMESTAMPS ⏱️ 00:00 Introduction 00:24 Pulley systems with one degree of freedom 11:33 Pulley systems with two degrees of freedom 16:39 Example problem 1 21:25 Example problem 2 25:23 Example problem 3 29:05 Example problem 4 33:00 Example problem 5 (You need be familiar with chain rule from calculus)

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