'Parallel forces' diaporamas de présentation

Forces Revision

758 views • 41 slides

Moment of a Force

Moment of a Force. Learning Objectives. recall and use the relationship between the moment of a force and its distance from the pivot: Moment = force x perpendicular distance form pivot recall that the weight of a body acts through the centre gravity Define the torque of a couple.

449 views • 17 slides

Lamis theorem

Lamis theorem. By P.Akila UCEV and Pushpa. STATICS: It is that branch of Engineering Mechanics, which deals with the forces and their effects, while acting upon the bodies at rest.

1.2k views • 13 slides

406.04 Laws and Forces

267 views • 11 slides

6.4 Parallel Force Problems

Chapter 6: Concurrent and Parallel Forces ( Ewen et al. 2005 ). 6.4 Parallel Force Problems. Objectives: Solve parallel force problems. Express the conditions of equilibrium using torque concepts. Parallel forces of a painter on a scaffold. First Condition of Equilibrium.

228 views • 8 slides

6.4 Parallel Force Problems

Chapter 6: Concurrent and Parallel Forces ( Ewen et al. 2005 ). 6.4 Parallel Force Problems. Objectives: Solve parallel force problems. Express the conditions of equilibrium using torque concepts. Parallel forces of a painter on a scaffold. First Condition of Equilibrium.

266 views • 8 slides

Equilibrium

Equilibrium. By Devashish Pahadi. Index. Definition of Equilibrium Conditions for Equilibrium Principle of Moments Couple. What is Equilibrium?.

348 views • 7 slides

6.1 Forces in Two Dimensions

Chapter 6: Concurrent and Parallel Forces ( Ewen et al. 2005). 6.1 Forces in Two Dimensions. Objectives: Find the vector sum of concurrent forces. It is possible to find the net force ( F net ) on this rock. Some definitions.

164 views • 6 slides

Resultant of two forces

Resultant of two forces. Learning objectives. Resultant of parallel forces. Resultant of perpendicular forces. Resultant two forces at any angle. 4 N. 7 N. 5 N. 12 N. Resultant of two forces.

1.48k views • 6 slides

Center of gravity

Center of gravity. For n particles fixed within a region of space Weights of particles comprise system of parallel forces Can be replaced by a single resultant weight (W R = ? W) at a defined point of application, G (the center of gravity) Determination of SHOW

184 views • 3 slides