Mechanics Applied to EngineeringLongmans, Green and Company, 1904 - 770 páginas |
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Página 36
... the curved surface of a cylinder of same diameter and length = d . FIG . 36 . Surface of cone . A FIG . 37 . Area of surface of cone = rh The area of the surface traced out by a narrow 36 Mechanics applied to Engineering .
... the curved surface of a cylinder of same diameter and length = d . FIG . 36 . Surface of cone . A FIG . 37 . Area of surface of cone = rh The area of the surface traced out by a narrow 36 Mechanics applied to Engineering .
Página 40
... = / A Parallelopiped . Volume = ldt FIG . 42 . Hexagonal prism . Volume = d .. Cylinder . FIG . 43 . 2'598527 # d2l Volume = = 0.785d21 4 Suspend a knitting - needle or a straight piece of 40 Mechanics applied to Engineering .
... = / A Parallelopiped . Volume = ldt FIG . 42 . Hexagonal prism . Volume = d .. Cylinder . FIG . 43 . 2'598527 # d2l Volume = = 0.785d21 4 Suspend a knitting - needle or a straight piece of 40 Mechanics applied to Engineering .
Página 44
... cylinder d . Hollow sphere . Volume of External diameter = d Internal diameter = = di FIG . 48 . hollow sphere = = ( volume of outer sphere- volume of inner sphere ad3 6 3 - πα 6 3 = 7 ( d3 — di3 ) - Slice of sphere . FIG . 49 . Volume ...
... cylinder d . Hollow sphere . Volume of External diameter = d Internal diameter = = di FIG . 48 . hollow sphere = = ( volume of outer sphere- volume of inner sphere ad3 6 3 - πα 6 3 = 7 ( d3 — di3 ) - Slice of sphere . FIG . 49 . Volume ...
Página 46
... cylinder Cone . A R FR2 Volume of cone = -R2H = = π D'H I 2 = volume circumscrib- ing cylinder FIG . 53 . ( Continued from page 45. ) For the hemisphere it 46 Mechanics applied to Engineering .
... cylinder Cone . A R FR2 Volume of cone = -R2H = = π D'H I 2 = volume circumscrib- ing cylinder FIG . 53 . ( Continued from page 45. ) For the hemisphere it 46 Mechanics applied to Engineering .
Página 98
... L2 + B2 12 LTR2 I , = ( L2 + 3R2 ) L2 + 3R2 I 2 I 2 Cylinder about a pole passing through its centre . R FIG . 121 . # D'H TR⭑H = or 32 2 D √8 R or √2 The I , for the hollow circle is simply the 98 Mechanics applied to Engineering .
... L2 + B2 12 LTR2 I , = ( L2 + 3R2 ) L2 + 3R2 I 2 I 2 Cylinder about a pole passing through its centre . R FIG . 121 . # D'H TR⭑H = or 32 2 D √8 R or √2 The I , for the hollow circle is simply the 98 Mechanics applied to Engineering .
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Términos y frases comunes
acceleration angle angular velocity balance weight balls beam bearing bending bending moment bending-moment diagram body Calculate cent centre of gravity centrifugal circle coefficient compression connecting-rod constant crank Crown 8vo curve cylinder deflection diameter direction distance efficiency elastic limit ELEMENTARY energy engine equal feet per second Find flange flywheel force acting given governor hence horizontal Illustrations increase inertia length load material maximum mechanism metal method moment of inertia neutral axis orifice parallel pipe piston plane plate polygon pressure pulley pump R₁ radius of gyration ratio revolutions per minute rivets rotation shaft shear shear stress shown in Fig side speed square inch strain stress stroke strut surface tangent tensile tensile stress tension tons per square triangle turbine V₁ valve vanes varies vertical virtual centre W₁ Watt governor wheel Young's modulus
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