Lessons in Applied Mechanics |
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Page 6
... point in it from DE varies as the square of its distance from DC . It will be seen that the construction fulfils this condition . For example , IV is twice as far from DC 6 PRELIM . APPLIED MECHANICS Thus in the figure.
... point in it from DE varies as the square of its distance from DC . It will be seen that the construction fulfils this condition . For example , IV is twice as far from DC 6 PRELIM . APPLIED MECHANICS Thus in the figure.
Page 22
... first time with two concep- tions of very great importance , viz . —varying quantities and their mean values . And we shall find that consider- able aid is rendered to the correct comprehension of them 22 PART I APPLIED MECHANICS.
... first time with two concep- tions of very great importance , viz . —varying quantities and their mean values . And we shall find that consider- able aid is rendered to the correct comprehension of them 22 PART I APPLIED MECHANICS.
Page 24
... varies uniformly . express graphically by drawing the velocity curve as a straight line from e to a . For then the height of the curve from OX varies uniformly . We can now by means of this curve determine the velocity at any instant ...
... varies uniformly . express graphically by drawing the velocity curve as a straight line from e to a . For then the height of the curve from OX varies uniformly . We can now by means of this curve determine the velocity at any instant ...
Page 45
... varies , and must for any given case be measured by the barometer at the particular time considered . It does not , however , vary much from 14.7 lbs . per sq . in . , which value can generally be taken as quite accurate enough , and ...
... varies , and must for any given case be measured by the barometer at the particular time considered . It does not , however , vary much from 14.7 lbs . per sq . in . , which value can generally be taken as quite accurate enough , and ...
Page 47
... varies directly as x . may say We x P = Po ľ 0 where Po is the force which would double the length or compress it to zero , if the law held good , but this it does not do when r becomes large . We can conveniently represent the law ...
... varies directly as x . may say We x P = Po ľ 0 where Po is the force which would double the length or compress it to zero , if the law held good , but this it does not do when r becomes large . We can conveniently represent the law ...
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Common terms and phrases
action actual angular velocity applied axle balance beam bearing belt bending body boom called centre circle coefficient compression connecting rod consider constant crank effort crank pin curve cylinder diagram diameter distance draw effect elastic Energy exerted engine equal equation example feet flange foot length friction ft.-lbs girder given hence Hooke's Law inch joint length lift load mean mean effective pressure measure moment of inertia moving neutral axis obtain ordinates parallel piece piston position plane practically preceding pressure produced pull pulley radius radius of gyration relative motion represent resistance result revolution revolutions per minute right angles rivet rope rotating scale screw shaft shearing shown simply sliding pair speed steam stress stroke surface tension tons turning pair velocity ratio W₁ weight wheel whole
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