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Exploring the Mountain

I may review some book, I may discuss some particular point (or points) of some book Ive read, I may post here some wacky reasoning/calculation/neat trick/thought that for some reason or another I find to be interesting. Ill post some interesting questions (to me at least) pertaining some field of knowledge that has some sort of relation with Physics and/or Mathematics. Please expect a true pot pourri of ideas and themes whose only identifying theme will be the fact that they come from the same guy.

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Exploring the Mountain | physicsfromthebottomup.blogspot.com Reviews
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I may review some book, I may discuss some particular point (or points) of some book Ive read, I may post here some wacky reasoning/calculation/neat trick/thought that for some reason or another I find to be interesting. Ill post some interesting questions (to me at least) pertaining some field of knowledge that has some sort of relation with Physics and/or Mathematics. Please expect a true pot pourri of ideas and themes whose only identifying theme will be the fact that they come from the same guy.
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1 physics
2 quantum mechanics
3 history of physics
4 history of mathematics
5 integrals
6 Introduction to Quantum Mechanics
7 David J. Griffiths
8 square integrable
9 wave function
10 eigenfunction
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exploring the mountain,copyright notice,the quantum gang,hence,summary only,labels quantum mechanics,time independent schrodinger equation,stationary states,definite total energy,it also is,linear combination,let's take,since it is,exercise 5,find a,thus
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Exploring the Mountain | physicsfromthebottomup.blogspot.com Reviews

https://physicsfromthebottomup.blogspot.com

I may review some book, I may discuss some particular point (or points) of some book Ive read, I may post here some wacky reasoning/calculation/neat trick/thought that for some reason or another I find to be interesting. Ill post some interesting questions (to me at least) pertaining some field of knowledge that has some sort of relation with Physics and/or Mathematics. Please expect a true pot pourri of ideas and themes whose only identifying theme will be the fact that they come from the same guy.

INTERNAL PAGES

physicsfromthebottomup.blogspot.com physicsfromthebottomup.blogspot.com
1

Exploring the Mountain: The Wave Function 01

http://physicsfromthebottomup.blogspot.com/2014/03/the-wave-function-01.html

Noli turbare circulos meos. Friday, March 28, 2014. The Wave Function 01. 8212; 1. The Wave Function —. The purpose of this section is to introduce the wave function of Quantum Mechanics and explain its physical relevance and interpretation. 8212; 1.1. The Schroedinger Equation —. Classical Dynamics' goal is to derive the equation of motion, $ {x(t)}$, of a particle of mass $ {m}$. After finding $ {x(t)}$ all other dynamical quantities of interest can be computed from $ {x(t)}$. As for Quantum Mechanics ...

2

Exploring the Mountain: What is this all about?

http://physicsfromthebottomup.blogspot.com/2009/02/plan.html

Noli turbare circulos meos. Thursday, February 12, 2009. What is this all about? On my other blog. On Wordpress I have a pretty clear and definite plan. On that blog I'll write up my class notes, and other resources, with the goal of re-studying and having a stronger and more united grasp of physics. Here I'll just post meta-questions. I mean such questions has: "Why is it necessary to build on an axiomatic basis the real numbers? Why are we also presenting physics in an axiomatic way? That allows a &#46...

3

Exploring the Mountain: Matrices, Scalars, Vectors and Vector Calculus 01

http://physicsfromthebottomup.blogspot.com/2014/02/matrices-scalars-vectors-and-vector.html

Noli turbare circulos meos. Monday, February 24, 2014. Matrices, Scalars, Vectors and Vector Calculus 01. Let us imagine that we have a system of coordinates $ {S} $ and a system of coordinates $ {S'} $ that is rotated relatively to $ {S} $. Let us consider a point $ {P} $ that has coordinates $ {(x 1,x 2,x 3)} $ on $ {S} $ and coordinates $ {(x' 1,x' 2,x' 3)} $ on $ {S'} $. In general it is obvious that $ {x' 1=x' 1(x 1,x 2,x 3)} $, $ {x' 2=x' 2(x 1,x 2,x 3)} $ and that $ {x' 3=x' 3(x 1,x 2,x 3)} $.

4

Exploring the Mountain: Copyright notice

http://physicsfromthebottomup.blogspot.com/2009/02/copyright-notice.html

Noli turbare circulos meos. Sunday, February 1, 2009. All content is licensed under:. This work is licensed under a Creative Commons Attribution-NonCommercial-ShareAlike 3.0 Unported License. This entry was posted on Sunday, February 1, 2009 at 5:14 AM. If you find this post useful, then Digg It. It For more Updates Subcribe For Free. And get latest updates. Join My AGLOCO Network -Get Paid To Surf The Net! You can skip to the end and leave a response. Subscribe to: Post Comments (Atom).

5

Exploring the Mountain: July 2014

http://physicsfromthebottomup.blogspot.com/2014_07_01_archive.html

Noli turbare circulos meos. Wednesday, July 23, 2014. Time-independent Schrodinger equation 02. Mdash; 2. The infinite square well —. Imagine a situation where a projectile in confined to a one dimensional movement and bounces off two infinitely rigid walls while conserving kinetic energy. This situation can be modeled by the following potential:. Displaystyle f(x) = begin{cases} 0 quad 0 leq x leq a infty quad mathrm{otherwise} end{cases}$. Displaystyle - frac{ hbar 2}{2m} frac{d 2 psi}{dx 2}=E psi $.

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Metric and Geodesic of the Schwarzschild Geometry | The Papyrus

https://andylatief.wordpress.com/2010/07/18/metric-and-geodesic-of-the-schwarzschild-geometry

Some notes about universe and art. Metric and Geodesic of the Schwarzschild Geometry. July 18, 2010 in General Relativity and Cosmology. General Relativity and Cosmology. Be the energy-momentum tensor of matter distribution in a spacetime. Covered by coordinate system. Has the Ricci curvature governed by Einstein equation. Is metric of spacetime,. Is Ricci curvature tensor,. Is Ricci scalar,. Are gravitational constant and speed of light, respectively. The solution of ( 1. The metric is stationary. Are s...

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Open and Closed Set, Continuity and Separable Notion | The Papyrus

https://andylatief.wordpress.com/2010/07/13/open-and-closed-set-continuity-and-separable-notion

Some notes about universe and art. Open and Closed Set, Continuity and Separable Notion. July 13, 2010 in Functional Analysis. 1 Open and Closed Set, Continuity, and Separable Notion. As a metric space with a metric. Then we make a. Using this definition of ball and sphere, we can make another. If it contains a ball around each of its points. Further,. If the complement of. Then we can define the. As the subset of. Is the neighborhood of. Is the set of all interior points of. The union of any members of.

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Casas para arrendar, alugar ou comprar em Luanda | ainda à espera de GODOT

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Ainda à espera de GODOT. Casas para arrendar, alugar ou comprar em Luanda. Maio 19, 2008 at 2:16 pm. Muitos dos que aqui passam são dirigidos de sites de pesquisa e usam termos como….casa, luanda, arrendar apartamento em angola entre outros…pois aqui fica uma dica que acho que vai ser útil. Uma vez dadas as dicas para os que passam perdidos no blogue dos meus disparates fico mais descansado. Entry filed under: escrever por escrever. Eue os dois leitores do blog! 1269 Comentários Add your own. Tenho uma c...

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Introdução | Armando Teixeira

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Nesta página ficará disponível material de apoio para as aulas que lecciono. Para entrar em contacto comigo: armandoteixeiraensino @ gmail.com (sem os espaços). Maio 4, 2009 às 9:43 pm. Subscribe to comments with RSS. Boa tarde prof. nem um a um erro na nota nota? Julho 15, 2011 at 3:03 pm. Julho 19, 2011 at 7:02 pm. Deixar uma Resposta Cancelar resposta. Escreva o seu comentário aqui. Preencha os seus detalhes abaixo ou clique num ícone para iniciar sessão:. O endereço nunca será tornado público).

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Tópicos de Física Moderna | Armando Teixeira

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Tópicos de Física Moderna. Junho 7, 2011 às 1:43 pm. Subscribe to comments with RSS. Boa tarde professor quando é que vais publicar a ultima lista de constantes actualizada. Junho 23, 2011 at 10:05 am. Deixar uma Resposta Cancelar resposta. Escreva o seu comentário aqui. Preencha os seus detalhes abaixo ou clique num ícone para iniciar sessão:. O endereço nunca será tornado público). Está a comentar usando a sua conta WordPress.com ( Log Out. Está a comentar usando a sua conta Twitter ( Log Out.

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Avaliação Tópicos de Física Moderna 2011 | Armando Teixeira

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Avaliação Tópicos de Física Moderna 2011. O aluno Osvaldo Domingos não consta da lista dos alunos inscritos na disciplina de Tópicos de Física Moderna e como tal deve regularizar a sua situação. O aluno Ismael Almeida não consta da lista dos alunos inscritos na disciplina de Tópicos de Física Moderna e como tal deve regularizar a sua situação. O aluno Júlio Kindumbo não consta da lista dos alunos inscritos na disciplina de Tópicos de Física Moderna e como tal deve regularizar a sua situação.

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Avaliação Tópicos de Física Moderna Exame Final | Armando Teixeira

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Avaliação Tópicos de Física Moderna Exame Final. Julho 12, 2011 às 6:35 pm. Subscribe to comments with RSS. Bem, assumo que o meu baixo rendimento foi descuido meu,mas é que eu estava a pensar que seria escolha múltipla, mas contudo o resultado é está justo porque o aluno não pode ir a pensar que te de prova será. Mas ei de bater essa cadeira no recurso com toda a certeza. Abraços! Julho 13, 2011 at 5:05 am. Julho 13, 2011 at 6:54 pm. Professor no recurso virá até que matéria? Julho 13, 2011 at 5:08 am.

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Física Estatística | Armando Teixeira

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Leave a comment ». A data do exame de Recurso é: 22 de Julho de 2011. Junho 7, 2011 às 1:40 pm. Deixar uma Resposta Cancelar resposta. Escreva o seu comentário aqui. Preencha os seus detalhes abaixo ou clique num ícone para iniciar sessão:. O endereço nunca será tornado público). Está a comentar usando a sua conta WordPress.com ( Log Out. Está a comentar usando a sua conta Twitter ( Log Out. Está a comentar usando a sua conta Facebook ( Log Out. Está a comentar usando a sua conta Google ( Log Out.

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Exploring the Mountain

Noli turbare circulos meos. Wednesday, July 23, 2014. Time-independent Schrodinger equation 02. Mdash; 2. The infinite square well —. Imagine a situation where a projectile in confined to a one dimensional movement and bounces off two infinitely rigid walls while conserving kinetic energy. This situation can be modeled by the following potential:. Displaystyle f(x) = begin{cases} 0 quad 0 leq x leq a infty quad mathrm{otherwise} end{cases}$. Displaystyle - frac{ hbar 2}{2m} frac{d 2 psi}{dx 2}=E psi $.

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Physics from the edge. I chose the title. Physics from the Edge. Because the theory of inertia I have suggested ( MiHsC. Assumes that local inertia is affected by the far-off Hubble-edge. My webpage is here. I've written a book called Physics from the Edge. And I'm on twitter here: @memcculloch. Friday, 7 August 2015. The Emdrive Energy Paradox. As always, treat this blog entry with due skepticism: I'm thinking aloud in the hope of constructive feedback. So where does this new energy come from? Someone r...

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Your scientific source for news, analysis and commentary relating to physics, science and technology. Comprehensive Senate Energy Bill Approved by Committee. August 7, 2015 – 4:41 PM. The Senate Energy and Natural Resources Committee passed the Energy Policy Modernization Act of 2015. With bipartisan support (18-4 vote) last week, after three days of markup and the approval of several amendments. Both Republicans. Other provisions in the bill that may be of interest to APS members include:. Both parties ...

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Physics Frontline – Your scientific source for news, analysis and commentary relating to physics, science and technology

Your scientific source for news, analysis and commentary relating to physics, science and technology. May 6, 2016. May 6, 2016. Dear Physics Frontline Reader,. We write to inform you that, as of May 6, 2016, the Physics Frontline blog will be suspended. The American Physical Society will continue to bring you information on the latest science policy news via a new webpage titled APS Policy Analysis. Subscribe to the APS Policy Analysis RSS Feed. Thank you for your continued support. Tawanda W. Johnson.