Red and Blue Shift Equation Formula Latex Code and Summary

Red and Blue Shift

Tags: #physics #red and blue shift

Equation

$$\vec{e_{v}}\vec{e_{r}}=\cos(\Phi) \\ \frac{f^{'}}{f}=\gamma(1-\frac{v\cos(\Phi)}{c}) \\ \frac{\Delta f}{f}=\frac{\kappa M}{rc^{2}} \\ \frac{\lambda_{0}}{\lambda_{1}}=\frac{R_{0}}{R_{1}}$$

Latex Code

                                 \vec{e_{v}}\vec{e_{r}}=\cos(\Phi) \\
\frac{f^{'}}{f}=\gamma(1-\frac{v\cos(\Phi)}{c}) \\
\frac{\Delta f}{f}=\frac{\kappa M}{rc^{2}} \\
\frac{\lambda_{0}}{\lambda_{1}}=\frac{R_{0}}{R_{1}}

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Introduction

Latex code for the the red and blue shift. I will briefly introduce the notations in this formulation.

Motion: $\vec{e_{v}}\vec{e_{r}}=\cos(\Phi)$ follows: $\frac{f^{'}}{f}=\gamma(1-\frac{v\cos(\Phi)}{c})$ .
Gravitational redshift: $\frac{\Delta f}{f}=\frac{\kappa M}{rc^{2}}$ follows: $\frac{f^{'}}{f}=\gamma(1-\frac{v\cos(\Phi)}{c})$ .
Red Shift result in cosmic background radiation as $\frac{\Delta f}{f}=\frac{\kappa M}{rc^{2}}$ follows: $\frac{\lambda_{0}}{\lambda_{1}}=\frac{R_{0}}{R_{1}}$

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Joseph Davis

A pass in this test is all I need to move forward.

2023-12-08 00:00
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2023-12-16 00:00:00.0
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Amanda Harris

The pressure is on to pass this exam.

2024-02-13 00:00
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Gary Adams reply to Amanda Harris

Best Wishes.

2024-03-03 00:00:00.0
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Dorothy Parker

Here's hoping all my studying for this exam pays off.

2023-08-25 00:00
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Adam Bailey reply to Dorothy Parker

Gooood Luck, Man!

2023-09-18 00:00:00.0
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