Imagine a huge ball of garbage goes from space to New New York, which would you do to deflect it. Okay if you are guinoista maybe your idea of \u200b\u200bHollywood is sending a bomb on one of the failures of the ball to deflect it, but not if you are licensed in physics such as Futurama, dammit. But hey in the end this idea fails, so they decide develop another, even more crazed send another ball of equal mass and consistency to impact against it. It is a much better idea than a bomb, but now think for a moment the mass of garbage that was on the ground.
Sunday, December 21, 2008
How To Hack Three Mobile Dongle
Imagine a huge ball of garbage goes from space to New New York, which would you do to deflect it. Okay if you are guinoista maybe your idea of \u200b\u200bHollywood is sending a bomb on one of the failures of the ball to deflect it, but not if you are licensed in physics such as Futurama, dammit. But hey in the end this idea fails, so they decide develop another, even more crazed send another ball of equal mass and consistency to impact against it. It is a much better idea than a bomb, but now think for a moment the mass of garbage that was on the ground.
For a deeper development of the calculations are going to do next, you can visit this page where you will find everything relevant to the physics of rockets. If we now consider the rocket as an isolated system must satisfy the principle of conservation of momentum. If the rocket has an initial mass Mo, the mass after the expulsion of M gases, the exhaust rate of gases Uo the initial time, and volume of gases expelled to the instant t is Dt, and the velocity V, we get that the speed of the rocket can be expressed as:
Therefore we can easily calculate the initial mass that will have the rocket and from it calculate the amount of fuel it carries. If we assume that the speed we want to achieve is the escape velocity of the earth, about 11200 m / s and the initial velocity at which the gases of the rocket is about 2000 m / s. We show that the initial mass of the rocket must be about 9.9 million tonnes. If we now consider that the tenth part ofthe rocket's mass corresponds to the fuel tank, we obtain that 8.4 million tonnes fuel, which also corresponds to Dt, a mass about five times larger than the mass of garbage that we send into space. Now calculate the total energy has necessitated the rocket to reach Earth escape velocity, for it will add the kinetic energy that reaches the rocket, along with the gases expelled from the time to to time t, making the resulting adjustments to obtain energy is determined
Subscribe to:
Post Comments (Atom)
0 comments:
Post a Comment