>OmegaK2 |
>OmegaK2 |
Line 25: |
Line 25: |
| \end{align}</math> | | \end{align}</math> |
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| |
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| ===Final result for raw damage=== | | ====Final result for raw damage==== |
| <math>D_{raw}(A, DR) = {A \over 10 * DR} - {A \over 10}</math> | | <math>D_{raw}(A, DR) = {A \over 10 * DR} - {A \over 10}</math> |
| | |
| | ===Resolved for Armour=== |
| | <math>\begin{align} |
| | DR & = {A \over A + 10 * D_{raw}} \\ |
| | DR * (A + 10 * D_{raw}) & = A \\ |
| | DR * A + DR * 10 * D_{raw} & = A \\ |
| | DR * 10 * D_{raw} & = A - DR * A \\ |
| | DR * 10 * D_{raw} & = A * (1 - DR) \\ |
| | {DR * 10 * D_{raw} \over 1 - DR} & = A |
| | \end{align}</math> |
| | |
| | ====Final result for armour==== |
| | <math>A(D_{raw}, DR) = {DR * 10 * D_{raw} \over 1 - DR}</math> |
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| |
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| ==Net Damage formula== | | ==Net Damage formula== |
Revision as of 09:58, 28 August 2015
Cacluating the formulas
Let the following be:
DR Formula
Resolved for Raw Damage
Final result for raw damage
Resolved for Armour
Final result for armour
Net Damage formula
Based on DR
Eliminating DR
Final result
Defense Factor formula
Base Formula
Eliminating Net Damage
Final result