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tech / sci.physics.relativity / One solution of Schwarzschild metrics and Maxwell's equation in this curved space-time equation

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* One solution of Schwarzschild metrics and Maxwell's equation in this curved spacHannu Poropudas
`* Re: One solution of Schwarzschild metrics and Maxwell's equation in this curved Hannu Poropudas
 `- Re: One solution of Schwarzschild metrics and Maxwell's equation in this curved Ross Finlayson

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One solution of Schwarzschild metrics and Maxwell's equation in this curved space-time equation

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Subject: One solution of Schwarzschild metrics and Maxwell's equation in this
curved space-time equation
From: haporopuda@gmail.com (Hannu Poropudas)
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 by: Hannu Poropudas - Thu, 22 Feb 2024 06:46 UTC

Reference:
Wasserman Ira and Shapiro Stuart L., 1983.
Masses, radii, and magnetic fields of pulsating X-ray sources:
Is the "Standard" Model self-consistent ?
The Astrophysical Journal, 265: 1036-1046, February 15.
(G=1, c=1 units, c.g.s units).

One solution in local orthonormal tetrad e_lambda^

B_theta^ = (1/r^3)*mu*sin(theta)*[ 6*x^3*(1-x^(-1))^(1/2)*ln(1-x^(-1))+6*x^2*(1-0.5*x^(-1)/(1-x^(-1))^(1/2) ],

B_r^ = (1/r^3)*2*mu*sin(theta)*[ -3*x^3*ln(1-x^(-1))-3*x^2*(1+0.5*x^(-1)) ],
x = r/(2*M).

(Conversion to SI units M -> M*G/c^2)

Please take a look

Best Regards,
Hannu Poropudas, Kolamäentie 9E,
90900 Kiiminki / Oulu, Finland

Re: One solution of Schwarzschild metrics and Maxwell's equation in this curved space-time equation

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Subject: Re: One solution of Schwarzschild metrics and Maxwell's equation in
this curved space-time equation
From: haporopuda@gmail.com (Hannu Poropudas)
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 by: Hannu Poropudas - Thu, 22 Feb 2024 07:15 UTC

torstai 22. helmikuuta 2024 klo 8.46.58 UTC+2 Hannu Poropudas kirjoitti:
> Reference:
> Wasserman Ira and Shapiro Stuart L., 1983.
> Masses, radii, and magnetic fields of pulsating X-ray sources:
> Is the "Standard" Model self-consistent ?
> The Astrophysical Journal, 265: 1036-1046, February 15.
> (G=1, c=1 units, c.g.s units).
>
> One solution in local orthonormal tetrad e_lambda^
>
> B_theta^ = (1/r^3)*mu*sin(theta)*[ 6*x^3*(1-x^(-1))^(1/2)*ln(1-x^(-1))+6*x^2*(1-0.5*x^(-1)/(1-x^(-1))^(1/2) ],

B_theta^ = (1/r^3)*mu*sin(theta)*[ 6*x^3*(1-x^(-1))^(1/2)*ln(1-x^(-1))+6*x^2*(1-0.5*x^(-1))/(1-x^(-1))^(1/2) ],

>
> B_r^ = (1/r^3)*2*mu*sin(theta)*[ -3*x^3*ln(1-x^(-1))-3*x^2*(1+0.5*x^(-1)) ],
> x = r/(2*M).
>
> (Conversion to SI units M -> M*G/c^2)
>
> Please take a look
>
> Best Regards,
> Hannu Poropudas, Kolamäentie 9E,
> 90900 Kiiminki / Oulu, Finland

Re: One solution of Schwarzschild metrics and Maxwell's equation in this curved space-time equation

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Subject: Re: One solution of Schwarzschild metrics and Maxwell's equation in
this curved space-time equation
Newsgroups: sci.physics.relativity
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From: ross.a.finlayson@gmail.com (Ross Finlayson)
Date: Thu, 22 Feb 2024 11:46:46 -0800
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 by: Ross Finlayson - Thu, 22 Feb 2024 19:46 UTC

On 02/21/2024 11:15 PM, Hannu Poropudas wrote:
> torstai 22. helmikuuta 2024 klo 8.46.58 UTC+2 Hannu Poropudas kirjoitti:
>> Reference:
>> Wasserman Ira and Shapiro Stuart L., 1983.
>> Masses, radii, and magnetic fields of pulsating X-ray sources:
>> Is the "Standard" Model self-consistent ?
>> The Astrophysical Journal, 265: 1036-1046, February 15.
>> (G=1, c=1 units, c.g.s units).
>>
>> One solution in local orthonormal tetrad e_lambda^
>>
>> B_theta^ = (1/r^3)*mu*sin(theta)*[ 6*x^3*(1-x^(-1))^(1/2)*ln(1-x^(-1))+6*x^2*(1-0.5*x^(-1)/(1-x^(-1))^(1/2) ],
>
> B_theta^ = (1/r^3)*mu*sin(theta)*[ 6*x^3*(1-x^(-1))^(1/2)*ln(1-x^(-1))+6*x^2*(1-0.5*x^(-1))/(1-x^(-1))^(1/2) ],
>
>>
>> B_r^ = (1/r^3)*2*mu*sin(theta)*[ -3*x^3*ln(1-x^(-1))-3*x^2*(1+0.5*x^(-1)) ],
>> x = r/(2*M).
>>
>> (Conversion to SI units M -> M*G/c^2)
>>
>> Please take a look
>>
>> Best Regards,
>> Hannu Poropudas, Kolamäentie 9E,
>> 90900 Kiiminki / Oulu, Finland

Warm regards. Have been looking at forms in trigonometry
and Newton's expansions, root-finding, these sorts of things.
Looking for closed forms for "the roots of phi", and more
about relations among e, pi, phi, Catalan's, and so on.

Excuse then this doesn't much speak to your derivation,
about the notions of the "cube wall" or "power wall"
the event horizon and the coordinate setting either side,
there's lots to be found for the "centrally symmetric",
so I shall so hope you some success in your endeavors.

Synta Hyntamapavii

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