The hydraulic cylinder BD exerts on member ABC a force P directedalong line BD. Knowing that P must have a 750-N componentperpendicular to member ABC, determine (a) the magnitude of the forceP, (b) its component parallel to ABC?
1 Answer
(a) We need to find out #angle DBC#. From the figure
1 Answer
(a) We need to find out #angle DBC#. From the figure
The hydraulic cylinder BD exerts on member ABC a force P directed along line BD. Knowing that P must have a 750-N component perpendicular to member ABC, determine(a) The magnitude of the force P,(b) Its component parallel to. PROBLEM 2.25 The hydraulic cylinder BD exerts on member ABC a force P directed along line BD. Knowing that P must have a 750-N component perpendicular to member ABC, determine (a) the magnitude of the force P, (b) its component parallel to ABC. 2190N 2060 N SOLUTION 750 N = Psin20C 2192.9 N P cos200 ABC — = (2192.9.
- #angle BDC=90-50=40^@#
- #angle BCD=90+(90-60)=120^@#
- #angle DBC+angle BCD+angle CDB=180^@#
#=>angle DBC+120+40=180^@#
#=>angle DBC=20^@#Given
#P sin 20^@=750 N#
#=>P =750/sin 20^@ N#
#=>P =2193 N#
The Hydraulic Cylinder Bd Exerts On Member Abc A Force P Directed
(b) Component of #P# which is parallel to #ABC#, #P_(||)#
The Hydraulic Cylinder Bd Exerts On Member Abc
Corel video studio gratuit. #P_(||)=P cos20^@=2193xxcos20^@=2061 N#
The Hydraulic Cylinder Bd Exerts On Member Abc A Force P Directed Along Line Bd
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