Damage Equation - Revision history

Vinceh121 at 11:32, 17 December 2022

2022-12-17T11:32:06Z

← Older revision		Revision as of 11:32, 17 December 2022
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	Let {{#tag:math\|fps}} be your game's framerate. Typically it is your monitor's refresh rate.<br>		Let {{#tag:math\|fps}} be your game's framerate. Typically it is your monitor's refresh rate.<br>
	Let {{#tag:math\|\Delta}} be your game's delta frame time, as {{#tag:math\|\Delta = \frac 1 {fps} }}.<br>		Let {{#tag:math\|\Delta}} be your game's delta frame time, as {{#tag:math\|\Delta = \frac 1 {fps} }}.<br>
			Unless the guntower is of a missilefire type, then {{#tag:math\|\Delta}} always has a value of {{#tag:math\|0.5}}

	Then, let {{#tag:math\|V_{dr} = A_d \times \Delta - V_a \times \Delta}} be the victim's dealt damage.		Then, let {{#tag:math\|V_{dr} = A_d \times \Delta - V_a \times \Delta}} be the victim's dealt damage.

Vinceh121 at 10:19, 13 June 2022

2022-06-13T10:19:42Z

← Older revision		Revision as of 10:19, 13 June 2022
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	Let {{#tag:math\|\Delta}} be your game's delta frame time, as {{#tag:math\|\Delta = \frac 1 {fps} }}.<br>		Let {{#tag:math\|\Delta}} be your game's delta frame time, as {{#tag:math\|\Delta = \frac 1 {fps} }}.<br>

	Then, let {{#tag:math\|V_{dr} = A_d \times \Delta - V_a * \Delta}} be the victim's dealt damage.		Then, let {{#tag:math\|V_{dr} = A_d \times \Delta - V_a \times \Delta}} be the victim's dealt damage.

	For example, a level 3 John Guntower shooting one "fire" bullet with a damage of {{#tag:math\|40}} at a John Navigation Tower with a "fire" armor of {{#tag:math\|3}}, and a framerate of 60fps:<br>		For example, a level 3 John Guntower shooting one "fire" bullet with a damage of {{#tag:math\|40}} at a John Navigation Tower with a "fire" armor of {{#tag:math\|3}}, and a framerate of 60fps:<br>

Vinceh121 at 09:48, 13 June 2022

2022-06-13T09:48:38Z

← Older revision		Revision as of 09:48, 13 June 2022
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	Then, let {{#tag:math\|V_{dr} = A_d \times \Delta - V_a * \Delta}} be the victim's dealt damage.		Then, let {{#tag:math\|V_{dr} = A_d \times \Delta - V_a * \Delta}} be the victim's dealt damage.

	For example, a level 3 John Guntower shooting one "fire" bullet ~~at a John Navigation Tower~~ with a damage of {{#tag:math\|40}}, with a "fire" armor of {{#tag:math\|3}}, and a framerate of 60fps:<br>		For example, a level 3 John Guntower shooting one "fire" bullet with a damage of {{#tag:math\|40}} at a John Navigation Tower with a "fire" armor of {{#tag:math\|3}}, and a framerate of 60fps:<br>
	First, {{#tag:math\|\Delta = \frac 1 {60} \simeq 0.0166 }}<br>		First, {{#tag:math\|\Delta = \frac 1 {60} \simeq 0.0166 }}<br>
	Then, {{#tag:math\|V_{dr} = 40 \times 0.0166 - 3 \times 0.0166 \simeq 0.6166}}<br>		Then, {{#tag:math\|V_{dr} = 40 \times 0.0166 - 3 \times 0.0166 \simeq 0.6166}}<br>
	Thus, {{#tag:math\|0.6166}} damage will be dealt to the John Navigation Tower.		Thus, {{#tag:math\|0.6166}} damage will be dealt to the John Navigation Tower.

Vinceh121 at 09:39, 13 June 2022

2022-06-13T09:39:54Z

← Older revision		Revision as of 09:39, 13 June 2022
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	For example, a level 3 John Guntower shooting one "fire" bullet at a John Navigation Tower with a damage of {{#tag:math\|40}}, with a "fire" armor of {{#tag:math\|3}}, and a framerate of 60fps:<br>		For example, a level 3 John Guntower shooting one "fire" bullet at a John Navigation Tower with a damage of {{#tag:math\|40}}, with a "fire" armor of {{#tag:math\|3}}, and a framerate of 60fps:<br>
	First, {{#tag:math\|\Delta = \frac 1 60 \simeq 0.0166 }}<br>		First, {{#tag:math\|\Delta = \frac 1 {60} \simeq 0.0166 }}<br>
	Then, {{#tag:math\|V_{dr} = 40 \times 0.0166 - 3 \times 0.0166 \simeq 0.6166}}<br>		Then, {{#tag:math\|V_{dr} = 40 \times 0.0166 - 3 \times 0.0166 \simeq 0.6166}}<br>
	Thus, {{#tag:math\|0.6166}} damage will be dealt to the John Navigation Tower.		Thus, {{#tag:math\|0.6166}} damage will be dealt to the John Navigation Tower.

Vinceh121: Created page with "To know how much damage an attacker (guntower, aircraft, ...) will do to a victim entity, you need to know the attacker's damage and damage type, the victim's armor against this damage type and your framerateTODO: Check fps' relation in multiplayer. = Damage Type = Project Nomads uses two damage types: * coll: used for collisions * fire: catch-all type for any attack, explosion, skrit cloud, etc... At the current moment, this wiki only lists "fire" type armo..."

2022-06-13T05:35:49Z

Created page with "To know how much damage an attacker (guntower, aircraft, ...) will do to a victim entity, you need to know the attacker's damage and damage type, the victim's armor against this damage type and your framerate<ref>TODO: Check fps' relation in multiplayer</ref>. = Damage Type = Project Nomads uses two damage types: * coll: used for collisions * fire: catch-all type for any attack, explosion, skrit cloud, etc... At the current moment, this wiki only lists "fire" type armo..."

New page

To know how much damage an attacker (guntower, aircraft, ...) will do to a victim entity, you need to know the attacker's damage and damage type, the victim's armor against this damage type and your framerate<ref>TODO: Check fps' relation in multiplayer</ref>.

= Damage Type =
Project Nomads uses two damage types:
* coll: used for collisions
* fire: catch-all type for any attack, explosion, skrit cloud, etc...

At the current moment, this wiki only lists "fire" type armor/damage for buildings.

= Equation =

Let {{#tag:math|A_d}} be the attacker's damage of any type. 
Let {{#tag:math|V_a}} be the victim's armor against the same type of damage. 
Let {{#tag:math|fps}} be your game's framerate. Typically it is your monitor's refresh rate. 
Let {{#tag:math|\Delta}} be your game's delta frame time, as {{#tag:math|\Delta = \frac 1 {fps} }}. 

Then, let {{#tag:math|V_{dr} = A_d \times \Delta - V_a * \Delta}} be the victim's dealt damage.

For example, a level 3 John Guntower shooting one "fire" bullet at a John Navigation Tower with a damage of {{#tag:math|40}}, with a "fire" armor of {{#tag:math|3}}, and a framerate of 60fps: 
First, {{#tag:math|\Delta = \frac 1 60 \simeq 0.0166 }} 
Then, {{#tag:math|V_{dr} = 40 \times 0.0166 - 3 \times 0.0166 \simeq 0.6166}} 
Thus, {{#tag:math|0.6166}} damage will be dealt to the John Navigation Tower.

← Older revision		Revision as of 11:32, 17 December 2022
Line 14:		Line 14:
	Let {{#tag:math\|fps}} be your game's framerate. Typically it is your monitor's refresh rate.<br>		Let {{#tag:math\|fps}} be your game's framerate. Typically it is your monitor's refresh rate.<br>
	Let {{#tag:math\|\Delta}} be your game's delta frame time, as {{#tag:math\|\Delta = \frac 1 {fps} }}.<br>		Let {{#tag:math\|\Delta}} be your game's delta frame time, as {{#tag:math\|\Delta = \frac 1 {fps} }}.<br>
			Unless the guntower is of a missilefire type, then {{#tag:math\|\Delta}} always has a value of {{#tag:math\|0.5}}

	Then, let {{#tag:math\|V_{dr} = A_d \times \Delta - V_a \times \Delta}} be the victim's dealt damage.		Then, let {{#tag:math\|V_{dr} = A_d \times \Delta - V_a \times \Delta}} be the victim's dealt damage.