Recent content by mailmas

  1. M

    Gravitational Potential Energy Project Thor

    Yeah it would orbit if that is the case. And I used the center of mass as the reference point so my final potential energy would be mMG/Radius Earth?
  2. M

    Gravitational Potential Energy Project Thor

    Okay. So the KE_initial would look like: KE = 1/2* m* v_tangental^2 v_tangental = sqrt(G*M/r) KE = 1/2*m*G*M/r
  3. M

    Gravitational Potential Energy Project Thor

    Got it. PE = -(mMG)/r PE_initial + KE_initial = PE_final + KE_final PE_initial = KE_final KE = -(mMG)/r r = Radius Earth + 10,000km = 6.37 * 10^6m + 10,000,000m KE = -((8451kg * (5.98 * 10^24) kg * (6.67 * 10^(-11)) m^3/s^2*kg ) / ((6.37 * 10^6) + 10,000,000)m
  4. M

    Gravitational Potential Energy Project Thor

    Homework Statement Project Thor is a proposed (and terrifying) weapon system where a cylindrical tungsten rod (19600 kg m3 ) about the size of a telephone pole (6.10 m long and 0.300 m in diameter) is dropped from Earth orbit. Imagine you dropped one of these from an orbit 10,000 km above the...
  5. M

    What is the Pressure Change in a Pipe for Salt Water Transport?

    80000 - (1030)(9.81)(6) = 80000 - 60625.8 = 19374.2
  6. M

    What is the Pressure Change in a Pipe for Salt Water Transport?

    Homework Statement A pipe has a square cross section and a width of 2.00 m and is used to transport salt water from the ocean into a desalination plant. If a pump pushing the water into the pipe at a depth of 1.00 m below the surface of the ocean does so with a pressure of 80 kP a, and the...
  7. M

    What is the tension in the tether of a bomb tethered to the ocean floor?

    FBuoyancy = density*volume*g (1030)(4/3)(pi)(.6)^3(9.81) Then Fnety = 0 = FBuoyancy - Tension - mg Could I solve for tension this way?
  8. M

    Will a Sealed Steel Container Float in the Ocean?

    Thanks. Do you see anything else wrong with the answer?
  9. M

    What is the tension in the tether of a bomb tethered to the ocean floor?

    Yeah but honestly don't really understand it. So the force I found is the force which acts upwards to an object that is being submerged? Then I should look at the weight force and the difference between those forces must be the force due to tension?
  10. M

    Will a Sealed Steel Container Float in the Ocean?

    Oh okay yeah I get it. (6.06)(2.59)(2) = 31.39 (6.06)(2.43)(2) = 29.45 (2.43)(2.59)(2) = 12.59 Atot = 73.42 V = 1.46 Wsteel = (8050)(1.46)(9.81) = 116000N
  11. M

    Will a Sealed Steel Container Float in the Ocean?

    4 Long Parts and 2 for Top and Bottom. I forgot to multiple by 2 for the 6.3. 2(6.3)+62.79 = 75.3 V= 75.3(.02) = 1.5m^3 Wsteel = (8050)(1.5)(9.81) = 119000N
  12. M

    Torque Rigid Beam: Find Force Applied by Support 2

    Just calculated it for the other side and got 405. Thanks for the help.
  13. M

    Will a Sealed Steel Container Float in the Ocean?

    So weight of steel is: Wsteel = (8050)(1.38)(9.81) = 109000N
  14. M

    Will a Sealed Steel Container Float in the Ocean?

    I think I understand my mistake now. But I don't know which measurement is the width or length so I just chose one to calculate: Area of Long Part = (6.06)(2.59) = 15.69m^2 4*15.69 = 62.79 Area of Top/Bot = (2.59)(2.43) = 6.3m^2 6.3+62.79 = 69 V= 69(.02) = 1.38m^3
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