A container ship with a displacement of 15,200 T and is sailing at 20 knots and comes to a stop after 0.75h. What is the work done on the container ship if it covers a stopping distance of 3,125 m?
Solution.
m=15200T=15200000kg;m=15 200 T=15200000kg;m=15200T=15200000kg;
t=0.75h=2700s;t=0.75h=2700s;t=0.75h=2700s;
v0=20knots=10.29m/s;v_0=20knots=10.29 m/s;v0=20knots=10.29m/s;
v=0;v=0;v=0;
l=3125m;l=3125m;l=3125m;
W=Fl;W=Fl;W=Fl;
F=ma;F=ma;F=ma;
a=v−v0t;a=\dfrac{v-v_0}{t};a=tv−v0; a=0−10.292700=−0.0038m/s2;a=\dfrac{0-10.29}{2700}=-0.0038 m/s^2;a=27000−10.29=−0.0038m/s2;
F=15200000⋅(−0.0038)=−57928.9N;F=15200000\sdot ( -0.0038)=-57928.9N;F=15200000⋅(−0.0038)=−57928.9N;
W=−57928.9⋅3125=−181027778J=−181MJ;W=-57928.9\sdot 3125=-181027778J=-181MJ;W=−57928.9⋅3125=−181027778J=−181MJ;
Answer: W=−181MJ.W=-181MJ.W=−181MJ.
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