Generation Calculator: Difference between revisions
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Clarify wording on hash rate. |
Explained calculation |
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The hash rate refers to the rate that your mining hardware is performing at as reported by your miner software or from an estimate obtained from the [[mining hardware comparison]] tables. | The hash rate refers to the rate that your mining hardware is performing at as reported by your miner software or from an estimate obtained from the [[mining hardware comparison]] tables. | ||
The calculation is performed like this: | |||
*Get the current [[target]]. | |||
*Divide by 115792089237316195423570985008687907853269984665640564039457584007913129639935, which is the maximum target. You now have the probability of a single hash solving a block. | |||
*Take the reciprocal of the probability to get the average number of hashes to solve a block. | |||
*Divide the average number of hashes by your hash/s (''not'' khash/s) to get the average number of seconds required to solve a block. | |||
==External Links== | ==External Links== |
Revision as of 02:54, 8 February 2011
Shows an estimate of the amount of time, on average, that you will need to do mining at the specified hash rate before you will generate a block and earn bitcoins. Additionally, the optimistic (50% probability) and pessimistic (95% probability) estimates are shown as well.
The hash rate refers to the rate that your mining hardware is performing at as reported by your miner software or from an estimate obtained from the mining hardware comparison tables.
The calculation is performed like this:
- Get the current target.
- Divide by 115792089237316195423570985008687907853269984665640564039457584007913129639935, which is the maximum target. You now have the probability of a single hash solving a block.
- Take the reciprocal of the probability to get the average number of hashes to solve a block.
- Divide the average number of hashes by your hash/s (not khash/s) to get the average number of seconds required to solve a block.
External Links
- Generation Calculator website