.. As these forces must be in equilibrium, their resultant must fall in line with OD and should be equal to R, however in the opposite direction. Popular Pages Home More Info Subscribe & Follow: FacebookTwitterGoogle+PinterestRSSEmail Related Topics: Architecture and Engineering Feats in History Help with Art, Music & Creative Projects Book Reviews for Young & Old Culture & Customs English Homework Help For Students Geography Questions, Facts & Homework Help HIstory Homework Help & Project Ideas Math Homework Help Tips on Parenting a Successful Student Poetry Analysis Science Homework Help, Facts & Science Projects Social Studies Help For Your Homework Assignments Study Guides & Tips Study Tips For Developing Great Homework Habits Test Preparation Views & Opinion Essay & Creative Writing Tips Signup for EmailsClick here to signup for one of our newsletters Search . In statics, Lami's theorem is an equation relating the magnitudes of three coplanar, concurrent and non-collinear forces, which keeps an object in static equilibrium, with the angles directly opposite to the corresponding forces. .. Bright Hub Twitter Google+ Home Business Computing Education Mobile Science Electronics MoreSign In Join Environment Multimedia Internet Finances Leave a comment Home > Education > Homework and Study Tips > Architecture / Engineering Explaining Equilibrium of Forces written by: Karannedited by: Lamar Stonecypherupdated: 10/26/2012The article explains the conditions required for a set of forces acting over a body to come under equilibrium, during which the body remains stationary even under the influence of the forces. According to the theorem,. Coplanar Concurrent Forces Gorces which have their lines of action on a common plane and also concentrate over a single point.
All rights reserved. Further reading. brighthub.com. Firewall Media. Lamis theorem states that if three forces acting at a point are in equilibrium, each force is proportional to the sine of the angle between the other two forces. Coplanar Non-Concurrent Forces Forces not having a single meeting point, but with lines of forces lying on a common plane. In relation to the above discussion, lets study the following types of forces: Coplanar Forces Forces which have their lines of action falling on the same or a common plane.
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