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Solving the Universe

Wednesday, July 21, 2010. The "N" Field - part 2. To discuss my thoughts of the. In this section, I will not use Lagrangians, rather I will use Hamiltonians. The Lagrangian (. Is related to the Hamiltonian (. The Hamiltonian represents the total energy of a system. The Hamiltonian of a free particle is merely the kinetic energy of the particle. Is the electromagnetic four potential. In terms of space and time pieces, this is. Making this transformation on the free particle Hamiltonian yields. So the poin...

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Solving the Universe | solvingtheuniverse.blogspot.com Reviews

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Wednesday, July 21, 2010. The N Field - part 2. To discuss my thoughts of the. In this section, I will not use Lagrangians, rather I will use Hamiltonians. The Lagrangian (. Is related to the Hamiltonian (. The Hamiltonian represents the total energy of a system. The Hamiltonian of a free particle is merely the kinetic energy of the particle. Is the electromagnetic four potential. In terms of space and time pieces, this is. Making this transformation on the free particle Hamiltonian yields. So the poin...

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Solving the Universe | solvingtheuniverse.blogspot.com Reviews

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Wednesday, July 21, 2010. The "N" Field - part 2. To discuss my thoughts of the. In this section, I will not use Lagrangians, rather I will use Hamiltonians. The Lagrangian (. Is related to the Hamiltonian (. The Hamiltonian represents the total energy of a system. The Hamiltonian of a free particle is merely the kinetic energy of the particle. Is the electromagnetic four potential. In terms of space and time pieces, this is. Making this transformation on the free particle Hamiltonian yields. So the poin...

INTERNAL PAGES

solvingtheuniverse.blogspot.com

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Solving the Universe: February 2010

http://solvingtheuniverse.blogspot.com/2010_02_01_archive.html

Friday, February 26, 2010. In the previous post we discussed the different relativistic significant quantities. We will now use these quantities to quantify physical parameters. If we want to transform this velocity from the rest frame back to the frame where we are observing the particle, we need to apply a Lorentz transformation. As we have previously seen, a para-vector such as u'. Can be a composition of spinors. Thus, we can consider the spinor L. Algebra of Physical Space. Baylis uses units where c...

2

Solving the Universe: June 2010

http://solvingtheuniverse.blogspot.com/2010_06_01_archive.html

Saturday, June 26, 2010. I have recently been exposed to a terrific idea, proposed by my friend Bill Polson, while enjoying a nice breakfast overlooking the coast. He expressed a few ideas about Lagrangians that I think are rather revolutionary. We usually think of an action integral is the integral of a scalar Lagrangian function along a parametrized path, with time as the parameter. The path that minimizes the result of this integral is the path that a particle takes. Of a particle in an EM field. ...

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Solving the Universe: The "N" Field - part 2

http://solvingtheuniverse.blogspot.com/2010/07/n-field-part-2.html

Wednesday, July 21, 2010. The "N" Field - part 2. To discuss my thoughts of the. In this section, I will not use Lagrangians, rather I will use Hamiltonians. The Lagrangian (. Is related to the Hamiltonian (. The Hamiltonian represents the total energy of a system. The Hamiltonian of a free particle is merely the kinetic energy of the particle. Is the electromagnetic four potential. In terms of space and time pieces, this is. Making this transformation on the free particle Hamiltonian yields. So the poin...

4

Solving the Universe: March 2010

http://solvingtheuniverse.blogspot.com/2010_03_01_archive.html

Thursday, March 4, 2010. In the previous post, we saw that a homogeneous paravector wave provided an exact description of the Maxwell's equations, except there is an added scalar field, which is on the same footing as the Electric and Magnetic fields. This scalar field does not appear in standard electromagnetic theory, and we are going to find out why. To begin, we will define the electro-magnetic bi-paravector F. In terms of the potential A. C ∂ A. 8706;V/∂t c ∇. 8706;t - ∇. V ic ( ∇. 8706;t - ∇. Belon...

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Solving the Universe: July 2010

http://solvingtheuniverse.blogspot.com/2010_07_01_archive.html

Wednesday, July 21, 2010. The "N" Field - part 2. To discuss my thoughts of the. In this section, I will not use Lagrangians, rather I will use Hamiltonians. The Lagrangian (. Is related to the Hamiltonian (. The Hamiltonian represents the total energy of a system. The Hamiltonian of a free particle is merely the kinetic energy of the particle. Is the electromagnetic four potential. In terms of space and time pieces, this is. Making this transformation on the free particle Hamiltonian yields. So the poin...

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physicsforgames.blogspot.com

Physics For Games: June 2010

http://physicsforgames.blogspot.com/2010_06_01_archive.html

Thursday, June 24, 2010. Blending a Walk/Run cycle. My friend, Rory Aguilar, posed an interesting problem to me:. Suppose you have a walk animation, and a run animation, and you want to blend them together in such a way that you can smoothly go from walking to running without the feet sliding all over the place.". Rory is kind of girly, so Rory quotes are hilighted in pink.). Let's assume some things about our underlying animation system:. 2) it is possible to do this for multiple animations. 5) The anim...

physicsforgames.blogspot.com

Physics For Games: Blending a Walk/Run cycle

http://physicsforgames.blogspot.com/2010/06/blending-walkrun-cycle.html

Thursday, June 24, 2010. Blending a Walk/Run cycle. My friend, Rory Aguilar, posed an interesting problem to me:. Suppose you have a walk animation, and a run animation, and you want to blend them together in such a way that you can smoothly go from walking to running without the feet sliding all over the place.". Rory is kind of girly, so Rory quotes are hilighted in pink.). Let's assume some things about our underlying animation system:. 2) it is possible to do this for multiple animations. 5) The anim...

anatomecha.com

scratch glitchers — anatomecha

http://www.anatomecha.com/anatomecha-arise/2015/9/13/scratch-glitchers

November 08, 2015. In animating with math. Hello, my name is anatomecha and I'm addicted to Scratch. Koch fractal curve remix. Scratch was designed to be accessible to kids so they could learn the concepts of computer programming. It achieved that goal so successfully and I am the evidence: I was taught how to use Scratch by a 10 year old kid Zyatah. This is the simple animation that got it all started for me - Zyatah showed me how to make the cat move right until it hits the wall, then then bounce in th...

physicsforgames.blogspot.com

Physics For Games: February 2010

http://physicsforgames.blogspot.com/2010_02_01_archive.html

Saturday, February 27, 2010. One of the vital organs of a physics engine is the code that integrates Newton's laws of motion. There are several techniques which employ approximations of calculus in order to numerically solve this problem. I am proposing a scheme which can solve this problem without approximation. In this article you will learn. How the stepping equations are derived from Newton's laws. A good method for doing this approximation, which is very common in many third party physics engines.

physicsforgames.blogspot.com

Physics For Games: March 2010

http://physicsforgames.blogspot.com/2010_03_01_archive.html

Thursday, March 18, 2010. Narrow Phase: Sweeping a Sphere Against a Polygon. Before sweeping a sphere against a polygon, you should determine if the sphere is already intersecting the polygon. I will discuss the case where the sphere is. Initially intersecting the polygon. We will use a 2D representation of the hypothetical setup, since it's easier to draw 2D pictures. In this setup, there is a sphere with radius. Located at point c. A relative velocity vector v. We will sweep the point p. 2, check if.

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Solving the Universe

Wednesday, July 21, 2010. The "N" Field - part 2. To discuss my thoughts of the. In this section, I will not use Lagrangians, rather I will use Hamiltonians. The Lagrangian (. Is related to the Hamiltonian (. The Hamiltonian represents the total energy of a system. The Hamiltonian of a free particle is merely the kinetic energy of the particle. Is the electromagnetic four potential. In terms of space and time pieces, this is. Making this transformation on the free particle Hamiltonian yields. So the poin...

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Solving the Unsolvable | "Man's reason and spirit have often solved the seemingly unsolvable, and we believe they can do it again." -J.F.K-

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solvingtheworld.com - This website is for sale! - solving the world Resources and Information.

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Past Encounters

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