A team of three parachutists is connected by a weightless cord while free falling at a velocity of 5 m/s as shown in the sketch. Solve for Tension T1, Tension T2 and acceleration of the team.
Memory recall lesson learned about force. Force, f = m * a ; meaning force is created by mass of the body when it is accelerating. In this case the acceleration value is the earth's gravitational acceleration which is 9.8 m/ s2 which is a fundamental constant meaning if it is not given an engineer usually use the constant value 9.8 m/ s2
Next memory recall lesson learned about Force, f = drag coefficient * velocity. From the given sketch you find the drag coefficient of each parachutist. Also given is the velocity of the group which is v = 5 m /s.
Next memory recall lesson learned about static or equilibrium. It states for a body of object , in this case the group of three parachutist consider as one body held together by weightless cord all the vertical forces must be equal to zero to be in equilibrium or in static condition while the team are free falling.
When one of the cord is broken then these computation is not valid anymore. Assuming cord at T2 is broken what is the new acceleration of 80 kg parachutist? The acceleration will be equal to 729 / 80 = 9.11 m/ s2 instead of original 8.7 m/ s2. It is expected to go down faster because the resisting force T2 is no longer present because the cord was broken.
a +
T2
+
T1
=
summation of forces for 80 kg parachutist in equilibrium state. Equation 1 or constraint number 1 that must be satisfied when you do validation.
a + T2 + T1 = summation of forces for 70 kg parachutist in equilibrium state. Equation 2 or constraint number 2 that must be satisfied when you do validation.
a + T2 + T1 = summation of forces for 50 kg parachutist in equilibrium state. Equation 3 or constraint number 2 that must be satisfied when you do validation.
Answer, acceleration of the team, a =
m/ s 2
Answer, Tension 2, T2 =
kg * m/ s 2 or Newton (N)
recall Force = mass x acceleration.
Answer, Tension 1, T1 =
kg * m/ s 2 or Newton (N)
These are solved using Cramer's Rule; Keep in mind that sometimes Cramer's Rule doesn't work. Therefore always substitute the value of a, T1, and T2 to equation 1, 2, and 3 to check if they are valid answer.
To validate your answer substitute the values of a, T1, and T2 to your original equation 1 , equation 2, and equation 3. The answer must satisfy all the equations or the three specified constraint with very small error.
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