Small deviation rapid correction method for carrying capacity of solid binding carrier rocket
A technology of carrying capacity and launch vehicle, which is applied in special data processing applications, geometric CAD, design optimization/simulation, etc., can solve the problems of high computational complexity and large amount of calculation of carrying capacity, achieve considerable technical application prospects, and fully exploit , the effect of full carrying capacity potential
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Embodiment 1
[0044] The H-2B carrier rocket has a two-and-a-half-stage configuration. The core stage is propelled by liquid hydrogen and liquid oxygen. The first stage is equipped with two LE-7 engines, the second stage is equipped with an LE-5B engine, and four solid boosters are bundled. ; launch a 350km, 51° inclination LEO circular orbit at the Tanegashima launch site, and the correction constant K of the mass of the solid booster to the carrying capacity 1 is -0.1, the correction constant K of the primary mass of the core to the carrying capacity 2 is -0.3, the correction constant K of the mass of the upper stage to the carrying capacity 3 is -1, therefore, the change value of carrying capacity ΔM E The expression is:
[0045] Δm E =-0.1ΔM 1 -0.3ΔM 2 -ΔM 3 ;
[0046] According to the above expression, it can be seen that for every 1t increase in the mass of the solid booster, the carrying capacity will decrease by 100kg; for every 1t decrease in the mass of the solid booster, t...
Embodiment 2
[0048] The Ariane 5ECA carrier rocket has a two-and-a-half-stage configuration. The core stage is propelled by liquid hydrogen and liquid oxygen. The first stage is equipped with a Vulcan engine, the second stage is equipped with a Vinci engine, and two solid boosters are bundled. Launching a 250km, 5° inclination LEO circular orbit at the Guyana launch site, the correction constant K of the mass of the solid booster to the carrying capacity 1 is -0.13, the correction constant K of the primary mass of the core to the carrying capacity 2 is -0.113, the correction constant K of the mass of the upper stage to the carrying capacity 3 is -1, therefore, the change value of carrying capacity ΔM E The expression is:
[0049] Δm E =-0.13ΔM 1 -0.113ΔM 2 -ΔM 3 ;
[0050] According to the above expression, it can be seen that for every 1t increase in the mass of the solid booster, the carrying capacity will decrease by 130kg; for every 1t decrease in the mass of the solid booster, ...
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