▶Derive the expression Of Electric Field inside solid non conducting cylinder( infinite).
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EXPRESSION OF ELECTRIC FIELD INSIDE SOLID NON- CONDUCTING CYLINDER(r<R)
E = pr/2Eo
Where, p is Volume charge density
r is radius of Gaussian surface
Eo is permittivity of free space / vaccum
(refer attachment)
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Solution:
- Solid non-conductivity cylinder wire ( ∞ ).
- Charge in whole volume.
P → Charger per unit volume.
Inside r < R
→ Φ τ = Φ1 + Φ2 + Φ3
→ O + O + ¦ E d4 cos o
→ Φ inside/Eo = E × 2π rl
→ QInside/V = P
→ QInside = P × πr² l
→ P × πr² l/εo = E x επr l
→ ε = Pr/2 εo (E ∝ r)
→ r = 0 → r = R → inside Î E Î
→ E side = Pr/2 εo (E ∝ r)
Know Terms:
∞ → Infinity.
Φ → Phi.
ε → Epsilon.
∝ → 'is proportional to'
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