A quarter circle gate that weighs 312kg is used to keep a certain liquid inside of...
A quarter circle gate that weighs 308kg is used to keep a certain liquid inside of a tank, as shown in the image. Calculate the force in kN that the spring must generate to keep the gate in position. Consider that the gate is 2.24 meters deep (into or out of the screen). Consider that the properties of water are: ν=0.294x10-6m2/s and μ=0.288mPa s A quarter circle gate that weighs 308kg is used to keep a certain liquid inside of...
A quarter circle gate that weighs 312kg is used to keep a certain liquid inside of a tank, as shown in the image. Calculate the force in <N that the spring must generate to keep the gate in position. Consider that the gate is 2.96 meters deep into or out of the screen). Consider that the properties of water are: v=0.294x10-6m2/s and u=0.286m Pas. X SG = 1.3 В! 5m у x = y = 2R 3(4 – ) A...
A quarter circle gate that weighs 316kg is used to keep a certain liquid inside of a tank, as shown in the image. Calculate the force in kN that the spring must generate to keep the gate in position. Consider that the gate is 2.72 meters deep into or out of the screen). Consider that the properties of water are: v=0.294x10-6m2/s and u=0.286mPa s. х SG = 1.3 B Bm 5m 2R у x = y = A 3(4 –...
A quarter circle gate that weighs 314kg is used to keep a certain liquid inside of a tank, as shown in the image. Calculate the force in kN that the spring must generate to keep the gate in position Consider that the gate is 2.15 meters deep into or out of the screen). Consider that the properties of water are: v=0.294x10-6m²/s and p=0.285mPas. X SG = 1.3 B 1-w 5m у X = y = 2R 3(4 – 1) ΑΙ...