• b:=display(seq(H2[t],t=1..N),insequence=true): > display(a,b,axes=none,scaling=constrained);
  • Ta:=ma*vx^2/2: > Tb:=mb*(vs+vx)^2/2: Sistemaning kinetik energiyasi > T:=Ta+Tb
  • PLOT(CURVES([[x1,y],seq([x1+l+j*d,r*sin(Pi*j/2)+y],j= 0..K),[x2,y]]))




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    Nazariy Mexanika darslik

     PLOT(CURVES([[x1,y],seq([x1+l+j*d,r*sin(Pi*j/2)+y],j= 0..K),[x2,y]])):
    end:

    for t to N do m:=30*evalf(2+sin(4*Pi*t/N));H[t]:=pru(0,m,0):od:

    for t to N do m1:=20*evalf(2+sin(2*Pi*t/N));H2[t]:=pru(0,m1,15):od: 

    a:=display(seq(H[t],t=1..N),insequence=true): 

     b:=display(seq(H2[t],t=1..N),insequence=true):

    display(a,b,axes=none,scaling=constrained);
    3.22-rasm
    Erkinlik darajasi ikkiga teng sistemaning tebranishi 
    Ikkita prujinaga maxkamlangan jismlarning tebranma harakatini koʻramiz A 
    yuk chap tomondan prujina orqali qoʻzg’almas devorga hamda oʻng tomondan 
    prujina orqali B yukka biriktirilgan. Bu yuklar sistemasi ikkita erkinlik darajasiga 
    ega boʻladi. Bu sistemani harakatini oʻrganish uchun quyidagi dasturni MAPLE 
    da yozamiz.

    restart;
     
    CHastotalar nisbati 3 ga teng boʻlishi uchun yuklarning massalari (kg) 
    quyidagicha tanlangan 

    ma:=24.63:mb:=40:
     
    Prujinaning bikrligi (N/m) 


    312 

    c:=90:
     
    A, B jismlarning kinetik energiya 
    Ta:=ma*vx^2/2:
     

    Tb:=mb*(vs+vx)^2/2:
     
    Sistemaning kinetik energiyasi

    T:=Ta+Tb:
     
    Inertsiya koeffitsenti 

    a11:=coeff(diff(T,vx),vx):
     

    a12:=coeff(diff(T,vx),vs):
     

    a22:=coeff(diff(T,vs),vs):
     
    Tebranish chastotasi omg 

     B1:=c-a11*omg^2: B2:=a12*omg^2:

     CHastot tenglamasi:=B1*(c-a22*omg^2)-B2^2=0:
     
    CHastota tenglamasini yechish

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    PLOT(CURVES([[x1,y],seq([x1+l+j*d,r*sin(Pi*j/2)+y],j= 0..K),[x2,y]]))

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