👤

Buna ma puteti ajuta va rog mult la problemele 27 si 29,le am pentru un test si am nevoie urgenta de rezolvare,mersii

Buna Ma Puteti Ajuta Va Rog Mult La Problemele 27 Si 29le Am Pentru Un Test Si Am Nevoie Urgenta De Rezolvaremersii class=

Răspuns :

27)Se da:
r=0,4ohm
R1=12ohm
R2=4ohm
R3=8ohm
R4=5,6ohm
I1=1A
a)R=?ohm
b)I=?ohm
c)U2=?V
d)Isc=?A

Rezolvare:
a)R=R123+R4

1/R123=(1/R1)+(1/R23)
1/R123=(1/R1)+(1/(R2+R3))
1/R123=(R1+R2+R3)/(R1*R2+R1*R3)
R123=(R1*R2+R1*R3)/(R1+R2+R3)

R=(R1*R2+R1*R3)/(R1+R2+R3)+R4
R=(12*4+12*8)/(12+4+8)+5,6=11,6ohm

b)I=I4=I123
I123=U123/R123

R123=(R1*R2+R1*R3)/(R1+R2+R3) (din a))

U123=U1=U23
U1=R1*I1⇒U123=R1*I1,at

I=R1*I1/[(R1*R2+R1*R3)/(R1+R2+R3)]
I=12*1/[(12*4+12*8)/(12+4+8)]=2A

c)I2=I3=I23

I2=U2/R2

I23=U23/R23
U23=U1
U23=I1*R1
R23=R2+R3⇒I23=I1*R1/(R2+R3), dar d-ce I23=I2,at

I1*R1/(R2+R3)=I2
I1*R1/(R2+R3)=U2/R2
U2=I1*R1*R2/(R2+R3)
U2=1*12*4/(4+8)=4V

d)Isc=E/r

I=E/(R+r)⇒E=I(R+r),at Isc=I(R+r)/r
R luam din puncul a), iar I din puncul b)
Isc=2*(11,6+0,4)/0,4=60A

29)Se da:
E=120V
r=2ohm
R1=6ohm
R2=2ohm
R3=4ohm
R4=6ohm
a)R=?ohm
b)I=?A
c)U2=?V
d)???, imi scrii ce ii scris la d) si adaug rezolvarea

Rezolvare:
a)E mai usor ca precedentul, aici toate is in paralel,
1/R=(1/R23)+(1/R1)+(1/R4)
1/R=(1/(R2+R3))+(1/R1)+(1/R4)
1/R=(R1+R2+R3)/(R1*R2+R1*R3)+(1/R4)
1/R=(R1*R4+R2*R4+R3*R4+R1*R2+R1*R3)/(R1*R2*R4+R1*R3*R4)
R=(R1*R2*R4+R1*R3*R4)/(R1*R4+R2*R4+R3*R4+R1*R2+R1*R3)

R=(6*2*6+6*4*6)/(6*6+2*6+4*6+6*2+6*4)=2ohm

b)I=E/(R+r)
I=120/(2+2)=30A

c)I2=I3=I23, I2=U2/R2⇒U2=R2*I2

U23=U1=U4=U
U=I*R⇒U23=I*R⇒I23=I*R/R23=I*R/(R2+R3)⇒I2=I*R/(R2+R3)⇒
⇒U2=I*R*R2/(R2+R3)

U2=30*2*2/(2+4)=20V