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導(dǎo)彈總體設(shè)計(jì)《防空導(dǎo)彈主級燃料相對質(zhì)量因數(shù)計(jì)算》大作業(yè)班號:_________學(xué)號:_________姓名:_________一、要求:根據(jù)已知條件,采用數(shù)值積分法求解相對量運(yùn)動微分方程組,計(jì)算燃料相對質(zhì)量因數(shù)。綜合運(yùn)用積分、插值計(jì)算等計(jì)算方法,采用C、C++,或者M(jìn)atlab等語言的一種,編制計(jì)算程序。二、已知條件:1、分離條件:速度V=500m/s,時(shí)間t=3s,x方向位置x=674m,y方向位置y=329m,初始攻角,初始彈道傾角。2、氣動參數(shù)阻力因數(shù)插值表:()2468101.50.04300.05110.06510.08470.11202.10.03600.04360.05580.07360.09732.70.03080.03720.04810.06410.08493.30.02650.03230.04190.05600.07464.00.02220.02720.03560.04780.0644升力因數(shù)斜率插值表:()12468101.50.03020.03040.03060.03090.03110.03132.00.02790.02800.02840.02860.02880.02902.50.02610.02640.02670.02690.02720.02743.00.02470.02480.02510.02540.02570.02593.50.02260.02270.02310.02330.02360.02384.00.02090.02100.02130.02160.02190.0221注:以上攻角單位均為度。發(fā)動機(jī)參數(shù):比沖Is=2156;重力加速度g=9.801;推重比;翼載。導(dǎo)引規(guī)律:三點(diǎn)法。目標(biāo)勻速直線等高迎頭飛行,,,(=14200m),(=32000m)(彈目斜距)大氣模型:參見教科書。三、計(jì)算思路①插值表的處理1.對于大氣參數(shù)密度ρ、聲速a,都是高度h的單值函數(shù),本次計(jì)算采用最方便的線性插值,對于指定高度h,找出上下最接近的兩點(diǎn)h1,h2進(jìn)行計(jì)算。2.對于Cx,Cyα它由兩個(gè)參數(shù)決定,采用雙線性插值。具體算法如下:將Cx(α,Ma)看作是攻角和馬赫數(shù)的二元點(diǎn)函數(shù)Z(x,y),則對于任意點(diǎn)p(a,b),找出距離a最近的點(diǎn)A(x1,y1)、B(x2,y2)、C(x3,y3)、D(x4,y4),如上圖示。先用P點(diǎn)的橫坐標(biāo)在x軸方向(A,B方向)上進(jìn)行第一次線性插值,計(jì)算出E點(diǎn)的值,同樣在C,D方向進(jìn)行第二次插值求出F點(diǎn)的值,最后在y軸方向(E,F(xiàn)方向)用縱坐標(biāo)進(jìn)行線性插值求出P點(diǎn)的函數(shù)值。②解方程組1.四階龍格庫塔公式:y(i+1)=y(i)+h*(K1+2*K2+2*K3+K4)/6K1=f(x(i),y(i))K2=f(x(i)+h/2,y(i)+hK1/2)K3=f(x(i)+h/2,y(i)+hK2/2)K4=f(x(i)+h,y(i)+hK3)2.三點(diǎn)法導(dǎo)引的相對量運(yùn)動微分方程組為:此方程組變量較多,但是只有方程1、方程2需要進(jìn)行復(fù)雜的求解運(yùn)算,其余的方程均可代入上一步的計(jì)算結(jié)果求得。以μ為自變量,初始μ=0,選定一個(gè)步長h,利用已知的初值條件,用龍格庫塔法解方程1、方程2,方程3~8可由1、2的結(jié)果代入計(jì)算求得,經(jīng)過多次運(yùn)算求解。具體步驟如下:已知初始參數(shù)g=9.801m/s^2,μ=0,Is=2156N*s/kg,P=2.2,p0=5880N/m^2,α0=1.5°,θ=26°,vt=vt0=420m/s,yt0=15000m,dt0=34200m,易得xt0=31569.39345,cotq0=xt0/yt0=2.10462623,h=0.001。1.利用大氣參數(shù)表計(jì)算出當(dāng)前高度y=y(h)(初值y0=329m)下的密度ρ,聲速a;2.利用當(dāng)前速度(初值v0=500m/s)和聲速解方程7計(jì)算出當(dāng)前馬赫數(shù)Ma;3.解方程3,4,得dx/du,dy/du;4.用龍格庫塔法解方程1,得dv/du;5.用龍格庫塔法解方程2,得dθ/du;6.將上述方程的結(jié)果代入方程5、6、8,解得α、q,t;7.用新值代替舊值重復(fù)1~6步驟,判斷y>=y0時(shí),計(jì)算結(jié)束。四、計(jì)算結(jié)果擊中目標(biāo)時(shí),μ=0.346,t=37.49648,x=16993.632,y=15058.591,v=849.348,θ=60.776°,α=5.439°,q=41.289°,xt=17080.872,Ma=2.873.五、C語言計(jì)算程序代碼#include<stdio.h>#include<string.h>#include<math.h>#definePI3.1415926535//圓周率π#defineh0.001//步長#definev0500.0//分離時(shí)導(dǎo)彈初速度v0單位:s#definet03.0//分離時(shí)刻t0,單位:s//#definex0674.0//#definey0329.0#definealpha01.5*PI/180//攻角α,單位:rad#definetheta026.0*PI/180//俯仰角θ,單位:rad#defineis2156.0//總沖Is,單位:N*s/kg#defineg9.801//重力加速度g,單位:m/s^2#defineP2.2//推重比P#definep05880.0//翼載p0,單位:N/m^2#definevt420.0//飛機(jī)速度vt,單位:m/s#defineyt015000.0//飛機(jī)初始縱坐標(biāo)yt,單位:m#definedt034200.0//彈目斜距Dt0,單位:m#definext031569.39345//飛機(jī)初始橫坐標(biāo)xt0,單位:mxt0=sqrt(dt0^2-(yt0-y0)^2)+x0#definecotq02.10462623//初始目標(biāo)對制導(dǎo)站的航向角的余切,cotq0=xt0/yt0;doubleinter_linear(doublex0,doublex1,doubley0,doubley1,doublex){//線性插值函數(shù)doublea0,a1,y;a0=(x-x1)/(x0-x1);a1=(x-x0)/(x1-x0);y=a0*y0+a1*y1;returny;}doubleinterp1(doublex[],doubley[],intn,doublea){//一維線性插值函數(shù)doublez;inti=0;for(i=0;i<(n-1);i++){if((a>=x[i])&&(a<=x[i+1]))break;//確定a的位置}z=inter_linear(x[i],x[i+1],y[i],y[i+1],a);returnz;}doubleinterp2(doublex[],doubley[],doublez[6][6],intm,intn,doublea,doubleb){//雙線性插值函數(shù)inti,j;doublew,w1,w2;for(i=0;i<(m-1);i++){//確定a在x軸的位置if((a>=x[i])&&(a<=x[i+1]))break;}for(j=0;j<(n-1);j++){//確定b在y軸的位置if((b>=y[j])&&(b<=y[j+1]))break;}if(a<x[0])i=0;//若給定的點(diǎn)超出范圍時(shí),采用線性外推進(jìn)行插值elseif(a>x[m-1])i=m-1;if(b<y[0])j=0;elseif(b>y[n-1])j=n-1;w1=inter_linear(x[i],x[i+1],z[i][j],z[i+1][j],a);//在x軸方向進(jìn)行第一次插值w2=inter_linear(x[i],x[i+1],z[i][j+1],z[i+1][j+1],a);//在x軸方向進(jìn)行第二次插值w=inter_linear(y[j],y[j+1],w1,w2,b);//在y軸方向進(jìn)行插值returnw;}intmain(){//*****************************計(jì)算用到的參數(shù)**************************************doublecx,cya;//阻力系數(shù)Cx,升力系數(shù)斜率Cyαdoublealpha1[5]={2,4,6,8,10},ma1[5]={1.5,2.1,2.7,3.3,4.0};//Cx插值表中的α向量,Ma向量doublealpha2[6]={1,2,4,6,8,10},ma2[6]={1.5,2.0,2.5,3.0,3.5,4.0};//Cyα插值表中的α向量,Ma向量doublecx0[6][6]={{0.0430,0.0511,0.0651,0.0847,0.1120},\{0.0360,0.0436,0.0558,0.0736,0.0973},\{0.0308,0.0372,0.0481,0.0641,0.0849},\{0.0265,0.0323,0.0419,0.0560,0.0746},\{0.0222,0.0272,0.0356,0.0478,0.0644}};//Cx插值表doublecy0[6][6]={{0.0302,0.0304,0.0306,0.0309,0.0311,0.0313},\{0.0279,0.0280,0.0284,0.0286,0.0288,0.0290},\{0.0261,0.0264,0.0267,0.0269,0.0272,0.0274},\{0.0247,0.0248,0.0251,0.0254,0.0257,0.0259},\{0.0226,0.0227,0.0231,0.0233,0.0236,0.0238},\{0.0209,0.0210,0.0213,0.0216,0.0219,0.0221}};//Cyα插值表doubleyh[23]={0,1000,2000,3000,4000,5000,6000,7000,8000,\9000,10000,11000,12000,13000,14000,15000,\16000,17000,18000,19000,20000,21000,22000};//大氣高度y(h)doubleph[23]={1.22505,1.11168,1.00646,0.90913,0.81913,0.73612,0.65969,\0.58950,0.52517,0.46635,0.41270,0.36391,0.31083,0.26549,\0.22675,0.19367,0.16542,0.14128,0.12068,0.10307,0.08803,\0.07487,0.06373};//大氣密度表ρ(h)doubleah[23]={340.29,336.43,332.53,328.58,324.58,320.53,316.43,312.27,\308.06,303.79,299.46,295.07,295.07,295.07,295.07,295.07,\295.07,295.07,295.07,295.07,295.07,295.75,296.43};//大氣聲速表a(h)inti;doublep,a,q,cotq;doublex=674.0,y=329.0,v=v0,t=t0,u=0,alpha=alpha0,theta=theta0,ma,dr;doublex_2,y_2,v_2,theta_2,alpha_2;//x(n+1),y(n+1),v(n+1),θ(n+1),α(n+1)doublext=xt0;doubleKv1,Kv2,Kv3,Kv4;doubleKth1,Kth2,Kth3,Kth4;charstr[500];FILE*fp;fp=fopen("output.txt","w");//創(chuàng)建文件output.txtprintf("μtxyvθαqxtDrMa\n");sprintf(str,"μtxyvθαqxtDrMa\n");fputs(str,fp);//******************************開始計(jì)算*****************************************for(i=1;y<=yt0;i++){p=interp1(yh,ph,23,y);//從大氣密度表中用插值法得出當(dāng)前高度大氣的密度a=interp1(yh,ah,23,y);//從大氣聲速表中用插值法得出當(dāng)前高度大氣的聲速ma=v/a;//用當(dāng)前速度和聲速計(jì)算馬赫數(shù)Macx=interp2(ma1,alpha1,cx0,5,5,ma,alpha*180/PI);//當(dāng)前Ma,α下的Cxcya=interp2(ma2,alpha2,cy0,6,6,ma,alpha*180/PI);//當(dāng)前Ma,α下的CyαKv1=is/(1-u)-p*v*v*cx*is/2/P/p0/(1-u)-is/P*sin(theta);Kv2=is/(1-(u+h/2))-p*(v+h*Kv1/2)*(v+h*Kv1/2)*cx*is/2/P/\p0/(1-(u+h/2))-is/P*sin(theta);Kv3=is/(1-(u+h/2))-p*(v+h*Kv2/2)*(v+h*Kv2/2)*cx*is/2/P/\p0/(1-(u+h/2))-is/P*sin(theta);Kv4=is/(1-(u+h))-p*(v+h*Kv3)*(v+h*Kv3)*cx*is/2/P/\p0/(1-(u+h))-is/P*sin(theta);v_2=v+h*(Kv1+2*Kv2+2*Kv3+Kv4)/6;//龍格庫塔法計(jì)算方程1的v(n+1)y_2=y+h*is*v*sin(theta)/P/g;//利用方程3計(jì)算y(n+1)x_2=x+h*is*v*cos(theta)/P/g;//利用方程4計(jì)算x(n+1)Kth1=vt/yt0*(is/P/g+(is*v*v*sin(theta)/P/g-\y*Kv1)/v/v/sin(theta))/\(1+(cotq0-u*is*vt/P/g/yt0)/tan(theta));Kth2=vt/yt0*(is/P/g+(is*v*v*sin(theta+h*Kth1/2)/P/g-\y*Kv1)/v/v/sin(theta+h*Kth1/2))/\(1+(cotq0-(u+h/2)*is*vt/P/g/yt0)/tan(theta+h*Kth1/2));Kth3=vt/yt0*(is/P/g+(is*v*v*sin(theta+h*Kth2/2)/P/g-\y*Kv1)/v/v/sin(theta+h*Kth2/2))/\(1+(cotq0-(u+h/2)*is*vt/P/g/yt0)/tan(theta+h*Kth2/2));Kth4=vt/yt0*(is/P/g+(is*v*v*sin(theta+h*Kth3)/P/g-\y*Kv1)/v/v/sin(theta+h*Kth3))/\(1+(cotq0-(u+h)*is*vt/P/g/yt0)/tan(theta+h*Kth3));theta_2=theta+h*(Kth1+2*Kth2+2*Kth3+Kth4)/6;//龍格庫塔法計(jì)算方程2的θ(n+1)alpha_2=(v*Kth1+is*cos(theta)/P)/(57.3*p*v*v*cya*is/2/P/p0/(1-u)+is/(1-u));//利用方程5計(jì)算αcotq=cotq0-u*is*vt/P/g/yt0;//利用方程6計(jì)算cotqq=atan(1/cotq);//計(jì)算q,單位:radxt=cotq*yt0;//幾何關(guān)系cotq=xt/ytdr=sqrt((x-xt)*(x-xt)+(y-yt0)*(y-yt0));//利用方程7計(jì)算Drt=t0+u*is/P/g;//利用式(3-22)計(jì)算時(shí)間//t=t0+yt0*(cotq0-cotq)/vt;y=y_2;x=x_2;v=v_2;theta=theta_2;alpha=alpha_2;u=u+h;//******************************輸出當(dāng)前結(jié)果***************************************printf("%lf%2.6lf%5.6lf%5.6lf%3.6lf%2.6lf°%2.6lf°%lf°%5.6lf%5.6lf%lf\n",u,t,x,y,v,theta*180/PI,alpha*180/PI,q*180/PI,xt,dr,ma);if(fp!=NULL){sprintf(str,"%.3lf%2.3lf%5.3lf%5.3lf%3.3lf%2.3lf°%2.3lf°%.3lf°%5.3lf%5.3lf%.3lf\n",u,t,x,y,v,theta*180/PI,alpha*180/PI,q*180/PI,xt,dr,ma);fputs(str,fp);}//輸出結(jié)果到文件output.txt}fclose(fp);//關(guān)閉文件return0;}程序運(yùn)行結(jié)果如下:μtxyvθαqxtDrMa0.0013.000718.935350.916500.70426.060°1.774°25.414°31569.39334201.8071.4750.0023.100763.911372.910501.38226.120°1.771°25.444°31527.39834113.8831.4770.0033.200808.924394.982502.05926.180°1.771°25.474°31485.40234025.8991.4800.0043.300853.975417.130502.73726.240°1.771°25.503°31443.40633937.8561.4820.0053.400899.063439.355503.41526.301°1.770°25.533°31401.41133849.7551.4840.0063.500944.189461.659504.09426.361°1.770°25.563°31359.41533761.5971.4870.0073.600989.351484.040504.77326.422°1.770°25.593°31317.41933673.3801.4890.0083.7001034.551506.499505.45226.483°1.771°25.623°31275.42333585.1051.4920.0093.8001079.788529.036506.13126.544°1.771°25.653°31233.42833496.7721.4940.0103.9001125.061551.652506.81126.605°1.771°25.683°31191.43233408.3811.4960.0114.0001170.371574.347507.49126.667°1.771°25.713°31149.43633319.9321.4990.0124.1001215.717597.121508.17226.729°1.771°25.743°31107.44133231.4251.5010.0134.2001261.100619.975508.85326.790°1.771°25.774°31065.44533142.8601.5040.0144.3001306.519642.908509.53426.852°1.771°25.804°31023.44933054.2361.5060.0154.4001351.974665.921510.21626.914°1.772°25.834°30981.45332965.5551.5080.0164.5001397.464689.013510.89926.976°1.772°25.865°30939.45832876.8161.5110.0174.6001442.990712.187511.58127.039°1.772°25.895°30897.46232788.0191.5130.0184.7001488.552735.441512.26527.101°1.773°25.926°30855.46632699.1641.5160.0194.8001534.149758.775512.94827.164°1.773°25.957°30813.47132610.2511.5180.0204.9001579.782782.191513.63327.227°1.773°25.988°30771.47532521.2801.5200.0215.0001625.449805.688514.31727.290°1.774°26.018°30729.47932432.2521.5230.0225.1001671.152829.267515.00327.353°1.774°26.049°30687.48332343.1651.5250.0235.2001716.889852.928515.68827.417°1.775°26.080°30645.48832254.0201.5280.0245.3001762.661876.671516.37527.480°1.775°26.111°30603.49232164.8171.5300.0255.4001808.468900.497517.06227.544°1.776°26.142°30561.49632075.5561.5330.0265.5001854.308924.405517.74927.608°1.777°26.174°30519.50131986.2381.5350.0275.6001900.184948.396518.43827.672°1.777°26.205°30477.50531896.8611.5380.0285.7001946.093972.470519.12627.736°1.778°26.236°30435.50931807.4271.5400.0295.8001992.036996.628519.81627.801°1.779°26.268°30393.51331717.9341.5430.0305.9002038.0131020.870520.50627.866°1.779°26.299°30351.51831628.3831.5450.0316.0002084.0231045.196521.19727.930°1.780°26.331°30309.52231538.7751.5480.0326.1002130.0671069.606521.88827.995°1.780°26.362°30267.52631449.1081.5500.0336.2002176.1441094.101522.58028.060°1.781°26.394°30225.53131359.3841.5530.0346.3002222.2551118.681523.27228.126°1.781°26.426°30183.53531269.6011.5550.0356.4002268.3981143.346523.96528.191°1.782°26.457°30141.53931179.7601.5580.0366.5002314.5741168.096524.65828.257°1.783°26.489°30099.54331089.8621.5600.0376.6002360.7831192.932525.35228.323°1.783°26.521°30057.54830999.9051.5630.0386.7002407.0251217.855526.04728.389°1.784°26.553°30015.55230909.8911.5650.0396.8002453.2991242.863526.74328.455°1.785°26.585°29973.55630819.8181.5680.0406.9002499.6051267.958527.43928.521°1.786°26.617°29931.56130729.6871.5700.0417.0002545.9431293.140528.13528.588°1.786°26.650°29889.56530639.4991.5730.0427.1002592.3131318.409528.83328.655°1.787°26.682°29847.56930549.2521.5750.0437.2002638.7151343.766529.53128.722°1.788°26.714°29805.57330458.9481.5780.0447.3002685.1481369.210530.23028.789°1.789°26.747°29763.57830368.5851.5800.0457.4002731.6121394.742530.92928.856°1.790°26.779°29721.58230278.1641.5830.0467.5002778.1081420.363531.63028.924°1.791°26.812°29679.58630187.6851.5850.0477.6002824.6351446.072532.33128.991°1.792°26.845°29637.59130097.1481.5880.0487.7002871.1931471.870533.03329.059°1.793°26.877°29595.59530006.5531.5910.0497.8002917.7821497.757533.73529.127°1.794°26.910°29553.59929915.9001.5930.0507.9002964.4011523.734534.43929.195°1.795°26.943°29511.60329825.1891.5960.0517.9993011.0511549.801535.14329.264°1.796°26.976°29469.60829734.4201.5980.0528.0993057.7311575.958535.84929.332°1.797°27.009°29427.61229643.5921.6010.0538.1993104.4411602.205536.55529.401°1.799°27.042°29385.61629552.7061.6030.0548.2993151.1811628.543537.26229.470°1.800°27.075°29343.62129461.7631.6060.0558.3993197.9511654.972537.97029.539°1.801°27.109°29301.62529370.7601.6090.0568.4993244.7511681.492538.67929.609°1.802°27.142°29259.62929279.7001.6110.0578.5993291.5801708.104539.38929.678°1.804°27.175°29217.63329188.5821.6140.0588.6993338.4381734.808540.10029.748°1.805°27.209°29175.63829097.4051.6170.0598.7993385.3261761.604540.81129.818°1.807°27.243°29133.64229006.1691.6190.0608.8993432.2421788.493541.52429.888°1.808°27.276°29091.64628914.8761.6220.0618.9993479.1881815.475542.23829.958°1.810°27.310°29049.65128823.5241.6240.0629.0993526.1621842.550542.95330.029°1.811°27.344°29007.65528732.1131.6270.0639.1993573.1641869.718543.66930.100°1.813°27.378°28965.65928640.6451.6300.0649.2993620.1951896.981544.38630.171°1.814°27.412°28923.66328549.1171.6320.0659.3993667.2541924.338545.10430.242°1.816°27.446°28881.66828457.5311.6350.0669.4993714.3421951.789545.82330.313°1.818°27.480°28839.67228365.8871.6380.0679.5993761.4571979.335546.54430.384°1.819°27.514°28797.67628274.1841.6400.0689.6993808.6002006.976547.26530.456°1.821°27.548°28755.68128182.4231.6430.0699.7993855.7702034.713547.98830.528°1.823°27.583°28713.68528090.6021.6460.0709.8993902.9682062.546548.71230.600°1.824°27.617°28671.68927998.7231.6490.0719.9993950.1932090.475549.43630.673°1.826°27.651°28629.69327906.7851.6510.07210.0993997.4452118.501550.16230.745°1.828°27.686°28587.69827814.7891.6540.07310.1994044.7242146.623550.88930.818°1.829°27.721°28545.70227722.7341.6570.07410.2994092.0292174.843551.61630.891°1.831°27.755°28503.70627630.6191.6600.07510.3994139.3612203.160552.34530.964°1.832°27.790°28461.71127538.4461.6620.07610.4994186.7202231.575553.07531.037°1.834°27.825°28419.71527446.2141.6650.07710.5994234.1042260.088553.80631.111°1.836°27.860°28377.71927353.9241.6680.07810.6994281.5152288.700554.53931.184°1.838°27.895°28335.72327261.5741.6710.07910.7994328.9512317.411555.27231.258°1.840°27.930°28293.72827169.1651.6730.08010.8994376.4132346.221556.00731.333°1.841°27.966°28251.73227076.6971.6760.08110.9994423.9002375.131556.74331.407°1.843°28.001°28209.73626984.1701.6790.08211.0994471.4122404.140557.48031.481°1.845°28.036°28167.74126891.5841.6820.08311.1994518.9502433.250558.21831.556°1.847°28.072°28125.74526798.9391.6850.08411.2994566.5122462.461558.95831.631°1.849°28.107°28083.74926706.2351.6870.08511.3994614.0992491.772559.69831.706°1.851°28.143°28041.75326613.4711.6900.08611.4994661.7112521.185560.44131.782°1.854°28.179°27999.75826520.6481.6930.08711.5994709.3472550.700561.18431.858°1.856°28.215°27957.76226427.7661.6960.08811.6994757.0072580.317561.92931.933°1.858°28.251°27915.76626334.8241.6990.08911.7994804.6912610.036562.67532.009°1.860°28.286°27873.77126241.8231.7020.09011.8994852.3992639.858563.42332.086°1.862°28.323°27831.77526148.7631.7040.09111.9994900.1302669.783564.17232.162°1.865°28.359°27789.77926055.6431.7070.09212.0994947.8852699.812564.92232.239°1.867°28.395°27747.78325962.4631.7100.09312.1994995.6632729.945565.67432.316°1.870°28.431°27705.78825869.2241.7130.09412.2995043.4642760.182566.42832.393°1.872°28.468°27663.79225775.9251.7160.09512.3995091.2882790.523567.18232.470°1.875°28.504°27621.79625682.5671.7190.09612.4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