A helicopter of mass 9205 kg is hovering 30.5 meters above a field. Hovering means not going anywhere. This means acceleration is zero. Forces are in the vertical direction. F net = ma, if acceleration is zero, then F net = 0 Force thrust is the force going, but the going down is -mg, Thus Force thrust - mg = 0 Force thrust = mg m= 9205 kg g= 9.8 Can you reinforce my understanding, as to, "what must be the upward thrust of the propeller in newtons in order for this to occur?" ?
A helicopter of mass 9205 kg is hovering 30.5 meters above a field. Hovering means not going anywhere. This means acceleration is zero. Forces are in the vertical direction. F net = ma, if acceleration is zero, then F net = 0 Force thrust is the force going, but the going down is -mg, Thus Force thrust - mg = 0 Force thrust = mg m= 9205 kg g= 9.8 Can you reinforce my understanding, as to, "what must be the upward thrust of the propeller in newtons in order for this to occur?" ?
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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A helicopter of mass 9205 kg is hovering 30.5 meters above a field. Hovering means not going anywhere. This means acceleration is zero. Forces are in the vertical direction.
F net = ma, if acceleration is zero, then F net = 0
Force thrust is the force going, but the going down is -mg,
Thus Force thrust - mg = 0
Force thrust = mg
m= 9205 kg
g= 9.8
Can you reinforce my understanding, as to, "what must be the upward thrust of the propeller in newtons in order for this to occur?"
?
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