Recent content by FissionMan1

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    What Is the Orbit Radius of Two Equal-Mass Particles?

    scratch that, i have no idea. back to square one.
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    What Is the Orbit Radius of Two Equal-Mass Particles?

    I actually figured out that r = (mu tau^2 / 4pi^2)^1/3 The problem I have now is figuring out how long it takes until they collide.
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    What Is the Orbit Radius of Two Equal-Mass Particles?

    Similar to this problem, be forewarned that this other thread didn't get anywhere. https://www.physicsforums.com/showthread.php?t=192000
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    What Is the Orbit Radius of Two Equal-Mass Particles?

    1. Two particles of equal mass are orbiting each other in circular orbits. What is the radius at which they orbit? Energy = T + U = 0 (for circular orbits) T = 1/2 m v^2 U = -(Gm*m)/r + [L^2] / [2(mu)r^2] period=[2 pi r] / vt vt is tangential velocity L is angular momentum...
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    Rifleman's Rule: Best angle for a projectile up a hill [ ]

    Nevermind! The problem is solved. For future reference, you merely take the derivative of the L equation with respect to alpha. Do a few trig identities in order to get one alpha in the equation and solve.
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    Rifleman's Rule: Best angle for a projectile up a hill [ ]

    Rifleman's Rule: Best angle for a projectile up a hill [urgent] Homework Statement A projectile is fired at speed Vo at an elevation angle alpha up a hill of slope beta (alpha>beta). At what angle will the range (L) be maximum? Homework Equations...
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    Maximizing Projectile Range on a Slope: Finding the Optimal Angle Alpha

    R, according to your words, is the projectile's distance over a flat surface. I am trying to find the angle of maximum projection up a slope as a function of AC and theta.
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    Maximizing Projectile Range on a Slope: Finding the Optimal Angle Alpha

    I understand how to find R, but I'm not trying to find that. I am attempting to find the angle at which the projectile will land the farthest up the hill for a given Vo.
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    Maximizing Projectile Range on a Slope: Finding the Optimal Angle Alpha

    My thoughts are that we make beta = 0 and alpha = 45, but I believe the professor is looking for an equation instead of an actual number so that I can prove it is the best angle.
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    Maximizing Projectile Range on a Slope: Finding the Optimal Angle Alpha

    How do you find the maximum range a projectile will hit (shot at angle alpha) on a slope (angle theta) when theta is less than alpha. Also, what is the best angle for alpha. I would only like a head start, do not post the answer please. We know that there are constants alpha, theta, and Vo...
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    Can underground pipes affect holographic interferometry results?

    Sorry for the wait boys and girls, I went home and had a bit of trouble setting up the dial-up. Anyways, as soon as I get back to school, I will get you some pictures. Unfortunately, my lab partner is probably not around since she goes home on the weekends and I don't believe my advisor is in...
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    Can underground pipes affect holographic interferometry results?

    We do get horizontal lines as well, but that's when we are not purposefully vibrating the object.
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    Can underground pipes affect holographic interferometry results?

    If it were a strobe effect it would affect the entire picture each time it happens, but unfortunately this is not the case. They are vertical lines that scroll across the screen.
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    Can underground pipes affect holographic interferometry results?

    From what I am seeing, Pockel cells are the vibrating object that we would put in front of the laser. Our goal is to be able to study many different kinds of things, not just pockel cells. But I really don't know what one of those are anyways, lol.
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