Physics, asked by akshayjaat, 1 year ago

write the expression for Lorentz magnetic force on a particle of charge q moving with velocity V in a magnetic field b show that no work is done by this force on the charged particle?

Answers

Answered by sabanka121
27
lorentz force = mangetic force + electric
force
F= [qvb sinϴ +qe]
Solution :

F→=q(V→×B→)F→=q(V→×B→)

(i) F→F→ is perpendicular to both V→V→ and B→B→ .

If ds→ds→ is the instantaneous displacement of the change ds→ds→ is also perpendicular to F→F→

Work done by this force = increase in kinetic energy

w=F→.ds→w=F→.ds→

=Fscos90∘=Fscos⁡90∘

But cos90∘=0cos⁡90∘=0

w=0w=0

Hence increase in kinetic energy is zero.

but electric force not zero
Answered by dishakumari341
6

Answer:

lorentz force = mangetic force + electric

force

F= [qvb sinϴ +qe]

Solution :

F→=q(V→×B→)F→=q(V→×B→)

(i) F→F→ is perpendicular to both V→V→ and B→B→ .

If ds→ds→ is the instantaneous displacement of the change ds→ds→ is also perpendicular to F→F→

Work done by this force = increase in kinetic energy

w=F→.ds→w=F→.ds→

=Fscos90∘=Fscos⁡90∘

But cos90∘=0cos⁡90∘=0

w=0w=0

Hence increase in kinetic energy is zero.

but electric force not zero

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