Difference between revisions of "Template:Apparel AP Calculation"

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(Created page with "The armor rating is reduced by the armor penetration value, dependent on the weapon. This gives the "effective armor rating" The effective armor rating is then compared agains...")
 
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The armor rating is reduced by the armor penetration value, dependent on the weapon. This gives the "effective armor rating"
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{{#vardefine: effectiveArmor1 |{{#expr: {{{armor1|0}}} - {{{ap|0}}}}}}} <!--
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The effective armor rating is then compared against a random number from 0 to 100:
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-->{{#vardefine: effectiveArmor2 |{{#expr: {{{armor2|0}}} - {{{ap|0}}}}}}} <!--
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If the random number is under half the armor rating, the damage deflects harmlessly.
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-->{{#vardefine: effectiveArmor3 |{{#expr: {{{armor3|0}}} - {{{ap|0}}}}}}} <!--
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If the random number is over half the armor rating, but not higher than the armor rating, the damage is halved.
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-->{{#vardefine: effectiveArmor4 |{{#expr: {{{armor4|0}}} - {{{ap|0}}}}}}} <!--
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If the random number is greater than the armor rating, the armor has no effect.
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-->{{#ifexpr: {{#var: effectiveArmor1}} < 0| {{#vardefine: effectiveArmor1 | 0 }} }} <!--
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-->{{#ifexpr: {{#var: effectiveArmor2}} < 0| {{#vardefine: effectiveArmor2 | 0 }} }} <!--
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-->{{#ifexpr: {{#var: effectiveArmor3}} < 0| {{#vardefine: effectiveArmor3 | 0 }} }} <!--
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-->{{#ifexpr: {{#var: effectiveArmor4}} < 0| {{#vardefine: effectiveArmor4 | 0 }} }} <!--
  
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{{#vardefine: effectiveArmor |{{#expr: {{{1|armor}}} - {{{2|ap}}}}} }}
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-->{{#expr:100*(({{#ifexpr: (100-{{#var: effectiveArmor1}}) > 0 | {{#expr:100-{{#var: effectiveArmor1}}}} | 0}}/100.0) + ({{#ifexpr: ({{#var: effectiveArmor1}}/2.0) < (100.0-{{#var: effectiveArmor1}}/2.0) | {{#expr:{{#var: effectiveArmor1}}/2.0}} | {{#expr:100.0-{{#var: effectiveArmor1}}/2.0}} }}/100)* 0.5)
  
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{{#vardefine: effectiveArmor | 150 }}  
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{{#if: {{{armor2|}}} | * (({{#ifexpr: (100-{{#var: effectiveArmor2}}) > 0 | {{#expr:100-{{#var: effectiveArmor2}}}} | 0}}/100.0) + ({{#ifexpr: ({{#var: effectiveArmor2}}/2.0) < (100.0-{{#var: effectiveArmor2}}/2.0) | {{#expr:{{#var: effectiveArmor2}}/2.0}} | {{#expr:100.0-{{#var: effectiveArmor2}}/2.0}} }}/100)* 0.5) }}
  
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{{#ifexpr: {{#var: effectiveArmor}} < 0| {{#vardefine: effectiveArmor | 0 }} }}
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{{#if: {{{armor3|}}} | * (({{#ifexpr: (100-{{#var: effectiveArmor3}}) > 0 | {{#expr:100-{{#var: effectiveArmor3}}}} | 0}}/100.0) + ({{#ifexpr: ({{#var: effectiveArmor3}}/2.0) < (100.0-{{#var: effectiveArmor3}}/2.0) | {{#expr:{{#var: effectiveArmor3}}/2.0}} | {{#expr:100.0-{{#var: effectiveArmor3}}/2.0}} }}/100)* 0.5) }}
  
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{{#if: {{{armor4|}}} | * (({{#ifexpr: (100-{{#var: effectiveArmor4}}) > 0 | {{#expr:100-{{#var: effectiveArmor4}}}} | 0}}/100.0) + ({{#ifexpr: ({{#var: effectiveArmor4}}/2.0) < (100.0-{{#var: effectiveArmor4}}/2.0) | {{#expr:{{#var: effectiveArmor4}}/2.0}} | {{#expr:100.0-{{#var: effectiveArmor4}}/2.0}} }}/100)* 0.5) }}
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{{#expr: ({{#ifexpr: (100-{{#var: effectiveArmor}}) > 0 | {{#expr:100-{{#var: effectiveArmor}}}} | 0}}/100.0) + ({{#ifexpr: ({{#var: effectiveArmor}}/2.0) < (100.0-{{#var: effectiveArmor}}/2.0) | {{#expr:{{#var: effectiveArmor}}/2.0}} | {{#expr:100.0-{{#var: effectiveArmor}}/2.0}} }}/100)* 0.5}}
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}}<noinclude>{{Documentation}}</noinclude>

Latest revision as of 16:23, 4 March 2025

100

Documentation icon Template documentation[view] [edit] [history] [purge]

This template calculates the damage multiplier (as a percentage) for a given set of armors against an attacks's armor penetration. This is mainly used by Template:Apparel Protection Chart.

Formula[edit]

{{Apparel AP Calculation|armor1=|armor2=|armor3=|armor4=|ap=}}
  • armor1 = The armor value of the first set of appeal.
  • armor2 = The armor value of the second set of appeal. Ignored if not present.
  • armor3 = The armor value of the third set of appeal. Ignored if not present.
  • armor4 = The armor value of the fourth set of appeal. Ignored if not present.
  • ap = The armor penetration of the attack being tested. Defaults to 0.

Explanation[edit]

This template has 2 stages. First, it calculates the effective armor for the given ap. If no armor value defined, it uses 0 for this calculation. Then, it obtains the maximum value between the calculated number and 0: 

effectiveArmor = max(armor - ap, 0)

For armor1 and each of the other armor values present, it multiples the default value 100 by: 

 (max(100-effectiveArmor, 0) + min(effectiveArmor/2, 100-effectiveArmor/2) * 0.5)/100

If all armors were defined, the calculation would be: 

100 * (max(100-effectiveArmor1, 0) + min(effectiveArmor1/2, 100-effectiveArmor1/2) * 0.5)/100 * (max(100-effectiveArmor2, 0) + min(effectiveArmor2/2, 100-effectiveArmor2/2) * 0.5)/100 * (max(100-effectiveArmor3, 0) + min(effectiveArmor3/2, 100-effectiveArmor3/2) * 0.5)/100 * (max(100-effectiveArmor4, 0) + min(effectiveArmor4/2, 100-effectiveArmor4/2) * 0.5)/100

Examples[edit]

{{Apparel AP Calculation|armor1={{Q|Marine armor|Armor - Sharp}}|ap={{Q|Chain shotgun|Armor Penetration}} }}

       31

{{Apparel AP Calculation|armor1={{Q|Marine armor|Armor - Sharp}}|ap={{Q|Charge rifle|Armor Penetration}} }}

       46.75

{{Apparel AP Calculation|armor1={{Q|Flack Vest|Armor - Sharp}}|armor2=42|ap={{Q|Charge rifle|Armor Penetration}} }}

       94.75
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