A generalized relation for crushing is \[ \frac{d(P)}{m} = -K \frac{dD}{D^n} \] The solution for this equation leads to Rittinger's law for 'n' equal to ______.
- The given equation represents the generalized form for the crushing process where the exponent 'n' in the equation corresponds to the Rittingers law.
- For the Rittingers law, 'n' is equal to 1, which suggests that the energy required for crushing is directly proportional to the size reduction.
Conclusion:
The correct value of 'n' according to Rittingers law is 1.
Therefore, the correct answer is (A).
Match the technologies in Group 1 with the entries in Group 2:
| Group 1 | Group 2 |
|---|---|
| (P) Urea manufacture | (I) Microencapsulation |
| (Q) Coal gasification | (II) Ultra-low sulphur diesel |
| (R) Controlled release of chemicals | (III) Shale oil |
| (S) Deep hydro-desulphurization | (IV) Prilling tower |
| (V) Gas hydrates | |
| (VI) Gas – solid non-catalytic reaction |