Spaceships - Revision history

RobertBushman at 01:42, 6 June 2024

2024-06-06T01:42:09Z

← Older revision		Revision as of 01:42, 6 June 2024
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	= Lorentz =		= Lorentz =
	[[File:Lorentz Velocity.png\|thumb]]		[[File:Lorentz Velocity.png\|thumb]]
			* K = (gamma - 1)(mc^2)
	* gamma = 1 + K/(m * c^2)		* gamma = 1 + K/(m * c^2)
	* v=c*sqrt(1-((1/gamma)^2))		* v=c*sqrt(1-((1/gamma)^2))

			* gamma = 1 / (sqrt(1-((v/c)^2)))
			* sqrt(1-((v/c)^2)) = 1/gamma
			* 1-((v/c)^2) = (1/gamma)^2
			* (v/c)^2 = 1-((1/gamma)^2)
			* v/c = sqrt(1-((1/gamma)^2))
			* v = c * sqrt(1-((1/gamma)^2))

RobertBushman: /* Lorentz */

2024-06-05T22:05:47Z

Lorentz

← Older revision		Revision as of 22:05, 5 June 2024
Line 14:		Line 14:
	= Lorentz =		= Lorentz =
	[[File:Lorentz Velocity.png\|thumb]]		[[File:Lorentz Velocity.png\|thumb]]
			* gamma = 1 + K/(m * c^2)
	v=c*sqrt(1-((1/gamma)^2))		* v=c*sqrt(1-((1/gamma)^2))

RobertBushman at 22:05, 5 June 2024

2024-06-05T22:05:10Z

← Older revision		Revision as of 22:05, 5 June 2024
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	* r = radius of the cyclotron (meters)		* r = radius of the cyclotron (meters)
	* m = rest mass of the proton (1.673×10−27 kilograms), electron is 9.109×10−31		* m = rest mass of the proton (1.673×10−27 kilograms), electron is 9.109×10−31

			= Lorentz =
	[[File:Lorentz Velocity.png\|thumb]]		[[File:Lorentz Velocity.png\|thumb]]

			v=c*sqrt(1-((1/gamma)^2))

RobertBushman at 19:31, 5 June 2024

2024-06-05T19:31:52Z

← Older revision		Revision as of 19:31, 5 June 2024
Line 11:		Line 11:
	* r = radius of the cyclotron (meters)		* r = radius of the cyclotron (meters)
	* m = rest mass of the proton (1.673×10−27 kilograms), electron is 9.109×10−31		* m = rest mass of the proton (1.673×10−27 kilograms), electron is 9.109×10−31
			[[File:Lorentz Velocity.png\|thumb]]

RobertBushman at 19:26, 5 June 2024

2024-06-05T19:26:01Z

← Older revision		Revision as of 19:26, 5 June 2024
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	where:		where:
	* q = charge of the proton (1.602×10−19 coulombs)		* q = charge of the proton (1.602×10−19 coulombs), electron is negative that
	* B = magnetic field strength (teslas, 10 is a lot, 20 is a lot lot)		* B = magnetic field strength (teslas, 10 is a lot, 20 is a lot lot)
	* r = radius of the cyclotron (meters)		* r = radius of the cyclotron (meters)
	* m = rest mass of the proton (1.673×10−27 kilograms)		* m = rest mass of the proton (1.673×10−27 kilograms), electron is 9.109×10−31

RobertBushman: Created page with "Category:Hacking Cyclotron Basics for a Proton The kinetic energy K of a proton in a cyclotron is given by: K=(q^2 * B^2 * R^2)/(2m) where: * q = charge of the proton (1.602×10−19 coulombs) * B = magnetic field strength (teslas, 10 is a lot, 20 is a lot lot) * r = radius of the cyclotron (meters) * m = rest mass of the proton (1.673×10−27 kilograms)"

2024-06-05T19:23:52Z

Created page with "Category:Hacking Cyclotron Basics for a Proton The kinetic energy K of a proton in a cyclotron is given by: K=(q^2 * B^2 * R^2)/(2m) where: * q = charge of the proton (1.602×10−19 coulombs) * B = magnetic field strength (teslas, 10 is a lot, 20 is a lot lot) * r = radius of the cyclotron (meters) * m = rest mass of the proton (1.673×10−27 kilograms)"

New page

[[Category:Hacking]]
Cyclotron Basics for a Proton

The kinetic energy K of a proton in a cyclotron is given by:

K=(q^2 * B^2 * R^2)/(2m)

where:
* q = charge of the proton (1.602×10−19 coulombs)
* B = magnetic field strength (teslas, 10 is a lot, 20 is a lot lot)
* r = radius of the cyclotron (meters)
* m = rest mass of the proton (1.673×10−27 kilograms)