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MECHANICS.WIKIDOT.COM

Welcome - WikiMechanics

WikiMechanics is a theory about physics. That is based on describing what we see, hear and feel. Ideas are presented in a way that is accessible to an adventurous lay reader. We start in plain newspaper English, then as we go along, words with specialized meanings are explained in terms of common sensations. The level of mathematics is mostly high-school algebra. So far WikiMechanics has. Is working on a scientific theory of space and a logical exposition of Newtonian Mechanics. NJ Hunter, April 1982.

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Welcome - WikiMechanics | mechanics.wikidot.com Reviews
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Welcome - WikiMechanics | mechanics.wikidot.com Reviews

https://mechanics.wikidot.com

WikiMechanics is a theory about physics. That is based on describing what we see, hear and feel. Ideas are presented in a way that is accessible to an adventurous lay reader. We start in plain newspaper English, then as we go along, words with specialized meanings are explained in terms of common sensations. The level of mathematics is mostly high-school algebra. So far WikiMechanics has. Is working on a scientific theory of space and a logical exposition of Newtonian Mechanics. NJ Hunter, April 1982.

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1

Premise - WikiMechanics

http://mechanics.wikidot.com/premise

Starts with the idea that we can understand theoretical physics as a description of what we see, hear and feel. This is not a radical proposition. A central concept in science is that evidence must be empirical. And that theories are linked to observation. So it is certainly reasonable to methodically consider sensation. But actually starting a presentation of physics this way may fit awkwardly with some commonly held views. Accordingly, the premise is discussed further here. Powered by Wikidot.com.

2

Glossary - WikiMechanics

http://mechanics.wikidot.com/glossary

Here is an alphabetically ordered list of terms that are specifically defined for the first few chapters of WikiMechanics. To see this list in logical order, click here. Delta = pm 1 sf{ text{for one of} delta { it{e} , delta { it{m} , delta { it{w} , delta { tau}, delta { it{T} , delta { sf{H} , delta { sf{I} , delta { sf{S} sf{ text{or } delta {*}$. Sf{ overline{P} equiv sf{ text{exchange of quarks and anti-quarks} $. Sf{ overline{a} equiv { sf{A}, sf{ overline{O} }$. Sf{a} equiv { sf{A}, sf{O} }$.

3

Welcome - WikiMechanics

http://mechanics.wikidot.com/start

WikiMechanics is a theory about physics. That is based on describing what we see, hear and feel. Ideas are presented in a way that is accessible to an adventurous lay reader. We start in plain newspaper English, then as we go along, words with specialized meanings are explained in terms of common sensations. The level of mathematics is mostly high-school algebra. So far WikiMechanics has. Is working on a scientific theory of space and a logical exposition of Newtonian Mechanics. NJ Hunter, April 1982.

4

Contents - WikiMechanics

http://mechanics.wikidot.com/contents

Ernst Mach and the Analysis of Sensation. Doing Thought Experiments on Quarks. Hypothesis of Conjugate Symmetry. Doing Laboratory Experiments on Quarks. Internal Energy of Compound Quarks. Temperature of Compound Quarks. Conservation Laws for Particles. Space for Quark Models. A Circularly Polarized Photon. Classification of Nuclear Particles. Newtonian Particles are Dense. Conservation Laws for Newtonian Particles. A Nomenclature for Energy Measurements. Characteristics of Newtonian Particles. Append co...

5

Symbols - WikiMechanics

http://mechanics.wikidot.com/symbols

Huge{ sf{ bar{a} }$. Huge{ mathbf{ A} }$. The magnetic vector potential. Huge{ sf{ bar{b} }$. Huge{ mathbf{ B} }$. The magnetic flux density. Huge{ sf{ bar{c} }$. The speed of light. Huge{ sf{ bar{d} }$. Huge{ pmb{ mathit{ Delta} }$. Delta { sf{H} $. Delta { sf{I} $. Delta { sf{S} $. Delta { hat{m} $. Delta { hat{e} $. Net number of quarks. Huge{ sf{ bar{e} }$. Huge{ sf{e} { Large{-} $. A final event index. A frame of reference. A generic chain of events. Huge{ sf{ bar{g} }$. Huge{ sf{ Gamma} }$. Unless ...

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Welcome - WikiMechanics

WikiMechanics is a theory about physics. That is based on describing what we see, hear and feel. Ideas are presented in a way that is accessible to an adventurous lay reader. We start in plain newspaper English, then as we go along, words with specialized meanings are explained in terms of common sensations. The level of mathematics is mostly high-school algebra. So far WikiMechanics has. Is working on a scientific theory of space and a logical exposition of Newtonian Mechanics. NJ Hunter, April 1982.

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Friday, 23 March 2012. 24 Components of Vectors. In Section 2.3 we added vectors by using a scale diagram and by using properties of right triangles. Measuring a diagram offers only very limited accuracy, and calculations with right triangles work only when the two vectors are perpendicular. So we need a simple but general method for adding vectors. This is called the method of components. To define what we mean by the components of a vector. In Fig. 1.17a; they are called the. Points in the positive.

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