Moment centre — where it appears
Named by 4 essays across one field — each of them below, with the objects they name alongside it.
Answering one question without solving the rest
A truss of fifty members can be interrogated about one of them. Cut through three, take moments about the point where two of them meet, and the third falls out in a single line.
The equation that is not new, and the three that are
A plane free body yields exactly three independent equations. Most attempts at a fourth are one of the first three wearing different clothes — and on a beam under vertical load, one of the three is already saying nothing.
Moving a force, and what it costs
Every free body on this site begins by putting a force somewhere convenient. That move is free along the force's own line, costs a couple across it, and in three dimensions leaves behind something no choice of point can remove.
The cut that needs a joint first
The method of sections works because a cut through three members leaves three unknowns and a point about which two of them have no moment. A K-braced tower has no such cut anywhere: every section severs two legs and two diagonals. One joint in the middle of a horizontal supplies the missing equation, and only in that order does each step have one unknown — after which the diagonals turn out to be carrying not the shear but the moment about the point where the legs would meet.
Named alongside it
The objects these essays reach for when they reach for this one.
Free body diagramMoment equilibriumDeterminacyLever armLine of actionMethod of sectionsRigid bodyBending momentBolt groupChord forceEccentricityEquilibrium