An inverted hollow circular cylinder is pushed into the water as shown. Find the distance, e,...

 

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An inverted hollow circular cylinder is pushed into the water as shown. Find the distance, e, that the water rises in the cylinder as a function of the depth, d, of the lower edge of the cylinder. Plot the results for 0<dsH, when H is equal to 1 m. Assume the temperature of the air within the cylinder remains constant. Water Open end P +Н+d- P +2(H+d)}+(H-d pg P atm atn ann pg pg 2. An inverted hollow circular cylinder is pushed into the water as shown. Find the distance, e, that the water rises in the cylinder as a function of the depth, d, of the lower edge of the cylinder. Plot the results for 0<dsH, when H is equal to 1 m. Assume the temperature of the air within the cylinder remains constant. Water Open end P +Н+d- P +2(H+d)}+(H-d pg P atm atn ann pg pg 2.