Lessons in Applied Mechanics |
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Page vii
... PAIRS Relative Motion . Sliding Pair Velocity . Mean Velocity . Graphic Representation of Magnitudes . Units of Velocity Turning Pair . Angular Velocity . Units . Radius of Reference 17 20 26 Screw Motion . Cutting a Screw , Double Threads ...
... PAIRS Relative Motion . Sliding Pair Velocity . Mean Velocity . Graphic Representation of Magnitudes . Units of Velocity Turning Pair . Angular Velocity . Units . Radius of Reference 17 20 26 Screw Motion . Cutting a Screw , Double Threads ...
Page viii
... Pairs Graphical Representation of Work Power - Horse - Power Examples CHAPTER IV OBLIQUE AND VARIABLE FORCES INDICATOR DIAGRAMS 56 63 67 5+ 70 73 74 Oblique Action · 76 Curve of Resistance . Mean Resistance . Springs . Elastic Fluids 79 ...
... Pairs Graphical Representation of Work Power - Horse - Power Examples CHAPTER IV OBLIQUE AND VARIABLE FORCES INDICATOR DIAGRAMS 56 63 67 5+ 70 73 74 Oblique Action · 76 Curve of Resistance . Mean Resistance . Springs . Elastic Fluids 79 ...
Page ix
... VIII THE DIRECT ACTING ENGINE - MOTION 93 8 109 III 121 131 135 149 Enumeration of Pairs . Position of Piston . Graphic Representation . Obliquity of Rod . 152 Rod of Infinite Length . Motion of Slide Valve . CONTENTS ix.
... VIII THE DIRECT ACTING ENGINE - MOTION 93 8 109 III 121 131 135 149 Enumeration of Pairs . Position of Piston . Graphic Representation . Obliquity of Rod . 152 Rod of Infinite Length . Motion of Slide Valve . CONTENTS ix.
Page x
... Pairs . Bull Engine Turning Pairs . Radius of Gyration Case of an Unconstrained Body Potential Energy . Examples 180 195 197 211 215 217 217 CHAPTER XI THE DIRECT ACTOR - FLUCTUATION OF ENERGY AND SPEED Periodic Motion . Fluctuation of ...
... Pairs . Bull Engine Turning Pairs . Radius of Gyration Case of an Unconstrained Body Potential Energy . Examples 180 195 197 211 215 217 217 CHAPTER XI THE DIRECT ACTOR - FLUCTUATION OF ENERGY AND SPEED Periodic Motion . Fluctuation of ...
Page 2
... pair of sides parallel , but not the other . RULE . The area of a trapezium is obtained by multiplying half the sum of the parallel sides by the per- pendicular distance between them . a + c Hence area of figure : = xb . 2 Fig . 3 . We ...
... pair of sides parallel , but not the other . RULE . The area of a trapezium is obtained by multiplying half the sum of the parallel sides by the per- pendicular distance between them . a + c Hence area of figure : = xb . 2 Fig . 3 . We ...
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Common terms and phrases
actual angular velocity applied axle beam bearing belt bending body boom called centre coefficient coefficient of friction compression connecting rod consider constant crank arm crank effort crank pin crank position cylinder diagram diameter direction distance draw a curve effect elastic Energy exerted engine equal equation example feet flange friction ft.-lbs girder given hence inch joint length lift load mean mean effective pressure mechanical advantage method moment of inertia moving neglecting obliquity neutral axis obtain ordinates piece piston position piston rod piston velocity plane preceding produced pull pulley radius relative motion represent resistance result revolutions revolutions per minute right angles rope rotating scale screw shaft shear shown simple sliding pair speed stress stroke surface tension tons turning pair velocity ratio W₁ weight wheel whole
Popular passages
Page 25 - New Edition. Crown 8vo. $s. KEY TO PLANE TRIGONOMETRY. Crown 8vo. los. 6d. A TREATISE ON SPHERICAL TRIGONOMETRY. New Edition, enlarged. Crown 8vo. 4-?. 6d. PLANE CO-ORDINATE GEOMETRY, as applied to the Straight Line and the Conic Sections. With numerous Examples.
Page 23 - Prize Essay for 1877. 8vC. &r. 6d. SMITH— Works by the Rev. BARNARD SMITH, MA, Rector of Glaston, Rutland, late Fellow and Senior Bursar of St. Peter's College, Cambridge. ARITHMETIC AND ALGEBRA, in their Principles and Application ; with numerous systematically arranged Examples taken from the Cambridge Examination Papers, with especial reference to the Ordinary Examination for the BA Degree.
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