Genetic particle swarm multi-disciplinary design optimization algorithm-based guided missile parameter design method
An optimization algorithm and parameter design technology, applied in the direction of genetic law, calculation, genetic model, etc., can solve the problem of too many design parameters, and achieve the effect of reducing repeated design links, improving design efficiency, and shortening development time.
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specific Embodiment approach 1
[0043] The missile parameter design method based on the genetic particle swarm multidisciplinary design optimization algorithm includes the following steps:
[0044] Step 1. Select the following design variables as design parameters:
[0045] Engine throat diameter x 1 , engine combustion surface area x 2 , engine charge thickness x 3 , missile outer diameter x 4 , engine specific impulse x 5 , engine mass x 6 , fuel mass x 7, root chord length x 8 , tail root tip length x 9 , tail tip chord length x 10 ;
[0046] Combining Aerodynamics, Kinetics and Ballistics, based on fuel weight x 7 Restricted, integrate the motion equation of the missile in the horizontal plane to obtain the total range of the missile trajectory, which is the objective function F(X i );
[0047] The following design constraints exist:
[0048] (1) Select the missile end-of-flight speed Ma=1.4 as the termination condition, reduce the overload requirement at this time, and set the available ove...
specific Embodiment approach 2
[0074] According to the fuel weight x described in step 1 of this embodiment 7 The specific process of restricting the integration of the motion equation of the missile in the horizontal plane to obtain the total range of the missile trajectory is as follows:
[0075] Step 1.1, pneumatic calculation:
[0076] The total lift coefficient of the projectile is:
[0077] C y =C yW +C yT +C yB
[0078] In the formula, C yW is the lift coefficient of the wing; C yT is the lift coefficient of the projectile acting on the empennage; C yB is the lift coefficient of the projectile;
[0079] Step 1.2, power calculation:
[0080] The zero-dimensional internal ballistic differential equation of solid rocket motor used for internal ballistic calculation is:
[0081] V c dρ c dt ′ = ρ ...
specific Embodiment approach 3
[0102] C described in step 1.1 of this embodiment yW 、C yT 、C yB The calculation process is as follows:
[0103] C y W = K W · S W S B C y T = K T · S T S B ...
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