Fighters: Difference between revisions

Line 15:

<math> \text{Total Damage} = \text{Base damage} \times N \times </math>

<math> \displaystyle\rm \min\left( 1, \frac{ Signature }{ Explosion\ radius }, \left(\frac{ Signature \times Explosion\ velocity }{ Explosion\ radius \times\ Velocity } \right)^{~~drf~~} \right) \times </math>

<math> \displaystyle\rm \min\left( 1, \frac{ Signature }{ Explosion\ radius }, \left(\frac{ Signature \times Explosion\ velocity }{ Explosion\ radius \times\ Velocity } \right)^{DRF} \right) \times </math>

<math> 0.5^{\LARGE \left(\frac{\max(0,\ \text{Distance} - \text{Optimal})}{\text{Falloff}} \right)^2}</math>

Line 24:

* Signature is signature radius of the target.

* Velocity is velocity of the target.

* drf is the damage reduction factor. Not visible in game but can be found from ESI.

* Explosion radius and explosion velocity are values for the fighters' weapon.

* Distance is the distance between the fighters and their target.

* Optimal and Falloff are the values for the fighters' weapon.

* DRF is the damage reduction factor. This is not visible either in-game, or in database statistics for fighters. In stead, it is calculated from two other values:

<math> \text{DRF} = \frac{ \ln \left( Damage Reduction \right) }{ \ln \left( Damage Sensitivity \right) } </math>

Where Damage Reduction is specific to the weapon the fighter is using, and Damage Sensitivity is always equal to 5.5. Because these values are constants, the resulting DRF values can be easily calculated.

{| class="wikitable sortable"

! Fighter type

! Weapon

! Damage Reduction

! DRF

|-

| Space Superiority || Micro Missile || 2.0 || 0.406598

|-

| Light Attack || Cannons || 3.0 || 0.644443

|-

| Light Attack || Heavy Rockets || 5.0 || 0.944091

|-

| Heavy Attack || Cannnons || 5.5 || 1.0

|-

| Heavy Attack || Torpedoes || 5.5 || 1.0

|-

| Shadow || Cannons || 5.0 || 0.944091

|-

| Heavy Long-Range || Cannons || 5.0 || 0.944091

|-

|}

A shorthand on the results of the range formula:

@@ Line 15: / Line 15: @@
 <math> \text{Total Damage} = \text{Base damage} \times N \times </math>
-<math> \displaystyle\rm \min\left( 1, \frac{ Signature }{ Explosion\ radius }, \left(\frac{ Signature \times Explosion\ velocity }{ Explosion\ radius \times\ Velocity } \right)^{drf} \right) \times </math>
+<math> \displaystyle\rm \min\left( 1, \frac{ Signature }{ Explosion\ radius }, \left(\frac{ Signature \times Explosion\ velocity }{ Explosion\ radius \times\ Velocity } \right)^{DRF} \right) \times </math>
 <math> 0.5^{\LARGE \left(\frac{\max(0,\ \text{Distance} - \text{Optimal})}{\text{Falloff}} \right)^2}</math>
@@ Line 24: / Line 24: @@
 * Signature is signature radius of the target.
 * Velocity is velocity of the target.
-* drf is the damage reduction factor. Not visible in game but can be found from ESI.
 * Explosion radius and explosion velocity are values for the fighters' weapon.
 * Distance is the distance between the fighters and their target.
 * Optimal and Falloff are the values for the fighters' weapon.
+* DRF is the damage reduction factor. This is not visible either in-game, or in database statistics for fighters. In stead, it is calculated from two other values:
+<math> \text{DRF} = \frac{ \ln \left( Damage Reduction \right) }{ \ln \left( Damage Sensitivity \right) } </math>
+Where Damage Reduction is specific to the weapon the fighter is using, and Damage Sensitivity is always equal to 5.5. Because these values are constants, the resulting DRF values can be easily calculated.
+{| class="wikitable sortable"
+! Fighter type
+! Weapon
+! Damage Reduction
+! DRF
+|-
+| Space Superiority || Micro Missile || 2.0 || 0.406598
+|-
+| Light Attack || Cannons || 3.0 || 0.644443
+|-
+| Light Attack || Heavy Rockets || 5.0 || 0.944091
+|-
+| Heavy Attack || Cannnons || 5.5 || 1.0
+|-
+| Heavy Attack || Torpedoes || 5.5 || 1.0
+|-
+| Shadow || Cannons || 5.0 || 0.944091
+|-
+| Heavy Long-Range || Cannons || 5.0 || 0.944091
+|-
+|}
 A shorthand on the results of the range formula: