How does the current density in a conductor varies with the increase in temperature and length?
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If potential difference V is applied across a conductor of length 'l' and area of cross-section 'A' having number of free electrons per unit volume n. ... (a) current density increases with increase in potential gradient . (b) when temperature increases, relaxation time (τ) decreases and current density decreases.
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Answer:As temp. increases the value of J decrease & with increase in length value decrease
Explanation:The eq. for J(current density) has been attached above from the eq. as l - length is inversely proportional to J.In the case of temp. ,as temp. increase the relaxation time decreases which decreases J.
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