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Taldrenites => General Starfleet Command Forum => Topic started by: Aenigma on January 26, 2003, 08:43:43 am
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Because the sheet by Semper did not show the engine output, i took on the task to make nice calculations on them to get some data on them.
Engines are splitted in two groups : from 1 to 5 and from 6 to 10. The Klingon statistics have already been completed, and i'm working on the Romulans right now.
For Klingon engine range 1 to 5 i found the following formula:
R*(6.17818*10^-9*M^4-2.085*10^-5*M^3+0.02566537*M^2-13.164414*M+2741.939029)=output
R is the skill of the engineering officer (lvl1 =1.000, lvl3 =1.500, lvl4 =1.572, lvl5= 1.715, lvl6= 2.000)
M is the engine mass.
For Klingon engine range 6 to 10 the following formula:
R*(-3.91*10^-11*M^4+3.1637*10^-7*M^3-8.8532*10^-4*M^2+1.3972209*M-126.66137)=output
Aenigma
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The data on the Romulan engine has been completed as well.
EDIT: Not really i made a mistake on the mass for engine 1
For Romulan engine range 6 to 10
R*(1.0998*10^-10*M^4-9.858*10^-7*M^3+3.27068*10^-3*M^2-4.3305513M+2689.11779)=output
I'll be posting borg and federation in the coming week (don't know when i have time to do this).
Aenigma
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New updated information.
Calculation for engines 1 to 5
For Romulan engine range 1 to 5
R*(1.7987*10^-8*M^4-4.5285*10^-5*M^3+0.0402709102*M^2-14.025658*M+1786.623)=output
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Nice - so this is a regression?
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Quote:
Because the sheet by Semper did not show the engine output, i took on the task to make nice calculations on them to get some data on them.
Engines are splitted in two groups : from 1 to 5 and from 6 to 10. The Klingon statistics have already been completed, and i'm working on the Romulans right now.
For Klingon engine range 1 to 5 i found the following formula:
R*(6.17818*10^-9*M^4-2.085*10^-5*M^3+0.02566537*M^2-13.164414*M+2741.939029)=output
R is the skill of the engineering officer (lvl1 =1.000, lvl3 =1.500, lvl4 =1.572, lvl5= 1.715, lvl6= 2.000)
M is the engine mass.
For Klingon engine range 6 to 10 the following formula:
R*(-3.91*10^-11*M^4+3.1637*10^-7*M^3-8.8532*10^-4*M^2+1.3972209*M-126.66137)=output
Aenigma
I'm confused here, not knowing what Semper's sheet is all about. Can you explain the purpose of these formulas? I assume it is not actual warp output, but some averaging process?
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Because the sheet by Semper did not show the engine output, i took on the task to make nice calculations on them to get some data on them.
Engines are splitted in two groups : from 1 to 5 and from 6 to 10. The Klingon statistics have already been completed, and i'm working on the Romulans right now.
For Klingon engine range 1 to 5 i found the following formula:
R*(6.17818*10^-9*M^4-2.085*10^-5*M^3+0.02566537*M^2-13.164414*M+2741.939029)=output
R is the skill of the engineering officer (lvl1 =1.000, lvl3 =1.500, lvl4 =1.572, lvl5= 1.715, lvl6= 2.000)
M is the engine mass.
For Klingon engine range 6 to 10 the following formula:
R*(-3.91*10^-11*M^4+3.1637*10^-7*M^3-8.8532*10^-4*M^2+1.3972209*M-126.66137)=output
Aenigma
-
The data on the Romulan engine has been completed as well.
EDIT: Not really i made a mistake on the mass for engine 1
For Romulan engine range 6 to 10
R*(1.0998*10^-10*M^4-9.858*10^-7*M^3+3.27068*10^-3*M^2-4.3305513M+2689.11779)=output
I'll be posting borg and federation in the coming week (don't know when i have time to do this).
Aenigma
-
New updated information.
Calculation for engines 1 to 5
For Romulan engine range 1 to 5
R*(1.7987*10^-8*M^4-4.5285*10^-5*M^3+0.0402709102*M^2-14.025658*M+1786.623)=output
-
Nice - so this is a regression?
-
Quote:
Because the sheet by Semper did not show the engine output, i took on the task to make nice calculations on them to get some data on them.
Engines are splitted in two groups : from 1 to 5 and from 6 to 10. The Klingon statistics have already been completed, and i'm working on the Romulans right now.
For Klingon engine range 1 to 5 i found the following formula:
R*(6.17818*10^-9*M^4-2.085*10^-5*M^3+0.02566537*M^2-13.164414*M+2741.939029)=output
R is the skill of the engineering officer (lvl1 =1.000, lvl3 =1.500, lvl4 =1.572, lvl5= 1.715, lvl6= 2.000)
M is the engine mass.
For Klingon engine range 6 to 10 the following formula:
R*(-3.91*10^-11*M^4+3.1637*10^-7*M^3-8.8532*10^-4*M^2+1.3972209*M-126.66137)=output
Aenigma
I'm confused here, not knowing what Semper's sheet is all about. Can you explain the purpose of these formulas? I assume it is not actual warp output, but some averaging process?