Attack Calculator

Calculate attack damage, DPS, critical hits, and time to kill.

Attack Stats

DPS

252
Avg hit: 168 damage

Damage Breakdown

Raw Damage160
Normal Hit134
Critical Hit269
Effective Crit Bonus25.0%

Time to Kill

100 HP0.40s (1 hits)
500 HP1.98s (3 hits)
1000 HP3.97s (6 hits)
5000 HP19.84s (30 hits)

What Is an Attack Calculator?

An attack calculator is an essential tool for any serious gamer who wants to optimize combat performance across RPGs, MOBAs, action games, and strategy titles. Rather than relying on trial and error inside a game, this damage calculator lets you model every variable of your attack setup — from base damage and attack power to critical hit chance, critical damage multiplier, bonus damage modifiers, flat bonus damage, attack speed, and the target's defense — all before you commit to a build or engage an enemy.

Understanding your true damage per second (DPS) is the cornerstone of competitive play. A build that looks impressive on paper can underperform badly once crit chance and armor reduction are factored in. Conversely, a modest-seeming stat spread can produce devastating DPS when critical hit synergies align. This calculator surfaces all of those interactions in real time, giving you a complete damage breakdown: raw damage, normal hit damage, critical hit damage, average damage per hit, and DPS.

Beyond single-hit math, the calculator also shows time to kill (TTK) at four benchmark HP thresholds — 100, 500, 1000, and 5000 HP — so you can judge whether your setup can burst down fragile targets quickly or grind through tanky bosses efficiently. Whether you are theory-crafting an RPG build, comparing item choices in a MOBA, or stress-testing a character loadout in a dungeon crawler, this free attack damage calculator gives you the answers instantly.

Attack Damage Formula Explained

The calculator uses a layered damage formula that mirrors how most modern games handle combat math. Each layer represents a distinct stage of damage scaling, and understanding each stage is key to making optimal stat choices.

Stage 1 — Raw Damage

Raw Damage is the sum of your three additive damage sources before any multipliers are applied. Base damage represents the weapon or skill's inherent power, attack power adds your character's stat contribution, and flat bonus damage covers item effects, buffs, or passive bonuses that add a fixed amount.

Stage 2 — Bonus Damage Multiplier

A percentage bonus damage modifier scales the entire raw damage pool. At 20% bonus damage, every point of raw damage is worth 1.2 points after this stage — making percentage bonuses more powerful the higher your raw damage already is.

Stage 3 — Average Crit Multiplier

Rather than simulating individual rolls, the calculator computes an expected value by blending normal hits and critical hits probabilistically. The average crit multiplier is 1 plus the fraction of hits that crit multiplied by how much extra damage crits add over a normal hit.

Stage 4 — Defense Reduction

Target defense is treated as a flat percentage damage reduction. A target with 30% defense absorbs 30% of incoming damage, leaving 70% to actually reduce HP. This linear model is common in many game engines and gives predictable results for build planning.

Stage 5 — DPS

Multiplying final average damage by attack speed yields your damage per second — the single most useful metric for comparing two builds on a sustained damage timeline.

Complete Attack Damage Formula

rawDamage = baseDamage + attackPower + flatBonus withBonus = rawDamage × (1 + bonusDamagePercent / 100) avgCritMultiplier = 1 + (critChance / 100) × (critDamage / 100 − 1) avgDamage = withBonus × avgCritMultiplier finalDamage = avgDamage × (1 − targetDefense / 100) DPS = finalDamage × attackSpeed

Where:

  • baseDamage= Base weapon or skill damage before any modifiers
  • attackPower= Character attack power stat added directly to raw damage
  • flatBonus= Flat bonus damage from items, buffs, or passives
  • bonusDamagePercent= Percentage bonus that scales the entire raw damage pool (e.g. 20 for +20%)
  • critChance= Probability of landing a critical hit, expressed as a percentage (0–100)
  • critDamage= Critical hit damage multiplier expressed as a percentage of normal damage (e.g. 200 = 2× damage)
  • targetDefense= Percentage of incoming damage absorbed by the target (0–99)
  • attackSpeed= Number of attacks per second
  • avgCritMultiplier= Expected damage multiplier from the crit system averaged across all hits
  • finalDamage= Average damage per hit after all modifiers and defense reduction
  • DPS= Damage per second — total sustained damage output per second

Understanding the Critical Hit System

Critical hits are among the most misunderstood mechanics in gaming, and the crit chance / crit damage relationship is a frequent source of suboptimal build decisions. This attack calculator uses expected-value math to show you the true average benefit your crit stats provide.

The effective crit bonus displayed in the results is the percentage by which your crit system increases your total output above zero-crit baseline. For example, with 25% crit chance and 200% crit damage (a 2× multiplier), the average crit multiplier is 1.25 — meaning your crit system contributes a 25% total damage increase. That is the effective crit bonus.

A key insight is that crit damage only adds value proportional to how often you crit. Stacking 300% crit damage with 5% crit chance yields an effective crit bonus of just 10%, whereas 30% crit chance with 200% crit damage yields a 30% bonus. For most builds, balanced investment in both stats outperforms extreme stacking of one.

The calculator also shows you critical hit damage and normal hit damage separately after defense reduction, so you can see the actual numbers your target receives on each type of hit. This is especially valuable in games where boss mechanics or player abilities interact differently with crit hits versus normal hits.

When planning a crit-focused build, use the effective crit bonus metric as your optimization target. Compare the gain from adding 5% crit chance versus adding 50% crit damage at your current stat levels — the calculator updates instantly, letting you find the crossover point where each stat becomes more or less valuable.

DPS and Time to Kill Explained

Damage per second (DPS) is the definitive metric for sustained combat performance. It incorporates all damage modifiers, the probability-weighted crit system, enemy defense, and your attack speed into a single number that represents how quickly you can deplete an enemy's health bar over time.

The time to kill (TTK) values take DPS a step further by answering the question every player actually cares about: how long does it take to kill this specific enemy? The calculator provides TTK in seconds and in hit count for four HP benchmarks — 100 HP (weak minion), 500 HP (standard enemy), 1000 HP (elite), and 5000 HP (boss or tanky opponent).

TTK is calculated simply as the target's HP divided by your DPS in seconds, and hit count is the total HP divided by your per-hit average damage, rounded up to the nearest whole hit. These two numbers together reveal the rhythm of combat: a build with very high DPS but slow attack speed might kill a 500-HP enemy in the same number of seconds as a fast attacker with lower per-hit damage, but the hit count difference matters when abilities proc on hit or when enemy damage windows are short.

Use the TTK table to compare builds by how they handle different combat scenarios. A high burst build might excel at TTK for 100-HP targets, making it ideal for clearing waves of weak enemies, while a sustained DPS build may overtake it for 5000-HP boss encounters where the extended fight time lets sustained output win. Understanding this trade-off is central to effective build optimization in any game with varied enemy HP pools.

How to Optimize Your Attack Build

Optimization is about maximizing final DPS for a given stat budget. The attack calculator surfaces the damage per attack power metric — how much average damage you gain per unit of attack power invested — which helps you decide when attack power scaling starts to plateau and other stats become more efficient.

Start by establishing your baseline: enter your current stats and note your DPS and TTK figures. Then experiment systematically. Increase one stat at a time and observe the DPS change. A 10-point increase in base damage adds exactly 10 raw damage, scaled by all downstream multipliers. A 5% increase in bonus damage percent scales everything upstream of it — making it stronger the higher your raw damage already is.

Defense penetration (modeled here as reducing the target defense input) is often the most overlooked optimization lever. Reducing a 50% defense target to 40% increases your effective damage by 20% — the equivalent of adding 20% bonus damage — because you are recovering damage that was previously absorbed. In many games, mixed builds that combine moderate attack stats with defense penetration outperform pure offense builds against heavily armored targets.

Attack speed synergizes multiplicatively with all per-hit damage improvements. Doubling attack speed while keeping per-hit damage the same doubles DPS. But in games where attack animation lock or resource regeneration limits effective attack speed, there is an optimal threshold beyond which additional speed provides diminishing returns in practice even if the math suggests otherwise.

Use this damage calculator to run quick what-if scenarios: "If I swap this item and gain +30 attack power but lose 5% crit chance, does my DPS go up or down?" The answer is always in the numbers, not the tooltip descriptions.

Optimization Target Best Stat to Increase Reason
Burst vs. squishies Crit Chance + Crit Damage High peak hits secure kills before heals or shields activate
Sustained DPS vs. tanks Attack Speed + Defense Pen Extended fights favor consistent output over variance
AoE / wave clear Bonus Damage % Percentage bonuses scale every hit across all targets
On-hit build Attack Speed More hits means more proc triggers per second

Applying the Calculator Across Game Genres

The layered damage formula used here mirrors the systems found in a wide variety of game genres, making this a versatile combat calculator for players across the spectrum.

In action RPGs like Diablo-style games, the formula maps directly: weapon base damage, character attack power, percentage damage bonuses from items, and monster resistance as the defense value. Use the calculator to compare weapon tiers or decide between a high-damage slow weapon and a lower-damage fast weapon — the DPS output tells you which truly deals more damage per second.

In MOBAs, base damage often comes from your ability or auto-attack, attack power maps to AD/Strength, and bonus damage percent covers ability power scaling or items like damage amplifiers. Target defense represents armor or magic resistance reduction. Crit chance and crit damage are literal item stats in most MOBAs, making this calculator particularly useful for marksman and assassin item builds.

In MMORPGs, characters may have multiple layered multipliers not captured in a single input, but you can approximate them by combining all percentage bonuses into the bonus damage field and running separate scenarios for buffed versus unbuffed states.

For turn-based strategy and tactical RPGs, attack speed may not apply — set it to 1 to get per-turn damage output instead of per-second DPS. The TTK table then tells you how many turns are needed to eliminate an enemy at a given HP threshold, which is directly usable for combat planning.

Worked Examples

Standard Build — Default Stats

Problem:

A character has 100 base damage, 50 attack power, 10 flat bonus damage, 20% bonus damage, 25% crit chance, 200% crit damage, 1.5 attacks per second, and faces a target with 30% defense. What is the DPS?

Solution Steps:

  1. 1Raw Damage = 100 + 50 + 10 = 160
  2. 2With Bonus = 160 × (1 + 20/100) = 160 × 1.20 = 192
  3. 3Avg Crit Multiplier = 1 + (25/100) × (200/100 − 1) = 1 + 0.25 × 1.0 = 1.25
  4. 4Avg Damage = 192 × 1.25 = 240
  5. 5Final Damage = 240 × (1 − 30/100) = 240 × 0.70 = 168
  6. 6DPS = 168 × 1.5 = 252

Result:

DPS = 252. Normal hit deals 134 damage; critical hit deals 268 damage after defense reduction.

High Crit Build — Fast Attacker

Problem:

A rogue has 80 base damage, 40 attack power, 0 flat bonus, 0% bonus damage percent, 50% crit chance, 250% crit damage, 2.0 attacks per second, and hits a target with 20% defense. What is the DPS?

Solution Steps:

  1. 1Raw Damage = 80 + 40 + 0 = 120
  2. 2With Bonus = 120 × (1 + 0) = 120
  3. 3Avg Crit Multiplier = 1 + (50/100) × (250/100 − 1) = 1 + 0.50 × 1.50 = 1 + 0.75 = 1.75
  4. 4Avg Damage = 120 × 1.75 = 210
  5. 5Final Damage = 210 × (1 − 20/100) = 210 × 0.80 = 168
  6. 6DPS = 168 × 2.0 = 336

Result:

DPS = 336. The 50% crit chance with 250% crit damage yields a 75% effective crit bonus, making this build highly efficient against lightly armored targets.

Slow Heavy Build — Armored Boss

Problem:

A warrior has 150 base damage, 50 attack power, 0 flat bonus, 0% bonus damage, 10% crit chance, 200% crit damage, 1.0 attack per second, and faces a boss with 50% defense. What is the DPS and how many hits to kill a 1000-HP boss?

Solution Steps:

  1. 1Raw Damage = 150 + 50 + 0 = 200
  2. 2With Bonus = 200 × 1.0 = 200
  3. 3Avg Crit Multiplier = 1 + (10/100) × (200/100 − 1) = 1 + 0.10 × 1.0 = 1.10
  4. 4Avg Damage = 200 × 1.10 = 220
  5. 5Final Damage = 220 × (1 − 50/100) = 220 × 0.50 = 110
  6. 6DPS = 110 × 1.0 = 110
  7. 7Hits to kill 1000 HP = ceil(1000 / 110) = ceil(9.09) = 10 hits

Result:

DPS = 110. It takes 10 hits (approximately 9.09 seconds) to kill a 1000-HP boss. Reducing boss defense from 50% to 40% would raise final damage to 132 and cut TTK by about 17%.

Tips & Best Practices

  • Start with accurate base stats — a wrong base damage input will skew every downstream result, so always pull numbers directly from your character sheet or tooltip.
  • Use the target defense input to model specific enemies: set it to an elite enemy's actual resistance percentage rather than keeping it at a generic default for more actionable TTK results.
  • Compare effective crit bonus to other percentage damage modifiers directly — they are on the same scale, so a 25% effective crit bonus is exactly as valuable as a 25% bonus damage increase.
  • When attack speed increases are available, calculate DPS before and after to confirm the gain — some games cap effective attack speed, making additional speed worthless beyond that threshold.
  • Flat bonus damage is most valuable when your raw damage is low; as base damage and attack power grow, percentage bonuses scale better and typically overtake flat additions.
  • Model multiple scenarios using the target defense slider: run calculations against a 0% defense dummy to get your theoretical maximum, then test against 40–60% defense to see your realistic performance against tanks or bosses.
  • If you are choosing between two items where one gives attack power and another gives bonus damage percent, calculate DPS with each — the percentage option often pulls ahead once your raw damage exceeds 200.
  • For PvP builds, prioritize the TTK at typical player HP pools rather than the highest HP benchmark — reducing a 1000-HP player's TTK by 0.5 seconds can be the difference between a kill and a survival escape.

Frequently Asked Questions

Raw damage is the simple sum of base damage, attack power, and flat bonus damage before any multipliers are applied. Final damage is what the target actually loses from their HP — it includes the bonus damage percentage multiplier, the average crit multiplier, and then applies the target's defense reduction. Final damage is always less than or equal to raw damage unless bonus percentage multipliers more than compensate for defense reduction.
Instead of simulating individual dice rolls, the calculator uses expected value math: avgCritMultiplier = 1 + (critChance / 100) × (critDamage / 100 − 1). This formula blends how often you crit with how much extra damage a crit adds over a normal hit. For example, 25% crit chance and 200% crit damage gives avgCritMultiplier = 1.25, meaning your crit system adds exactly 25% to your average damage across many hits.
The calculator uses a linear defense model — targetDefense% of all incoming damage is absorbed — because this is the most common approach in many popular game engines and is easiest to reason about when theory-crafting. Some games use armor-rating formulas where defense has diminishing returns; in those cases, convert your armor value to an effective damage reduction percentage using your game's specific formula and enter that percentage in the Target Defense field.
Enter the first weapon's stats and note the DPS result. Then update base damage, attack speed, and any weapon-specific modifiers to reflect the second weapon and compare. Pay attention to how attack speed differences interact with other stats — a slower weapon with higher base damage may have similar DPS to a faster weapon, but the faster weapon may be better in practice if it triggers on-hit effects more frequently.
Effective crit bonus is the percentage increase to your total damage output that comes purely from your crit system, compared to having zero crit chance. It is calculated as (avgCritMultiplier − 1) × 100. A value of 30% means your crits boost your overall damage by 30% compared to a build with no crit investment. This metric lets you directly compare crit investment to other percentage damage bonuses — if adding 10% bonus damage costs the same as raising crit for an effective crit bonus of 10%, they are exactly equivalent.
The target defense field models a single flat damage reduction percentage. If your game has separate physical and magical resistance, run the calculator separately for each damage type with its corresponding resistance value. Elemental weaknesses or vulnerabilities can be modeled by setting target defense to a negative number (if your game allows vulnerability to increase damage taken) or by increasing the bonus damage percent to represent the vulnerability multiplier.
TTK in seconds tells you how long an enemy survives against your sustained DPS, and the hit count tells you how many individual attacks are needed to deplete the HP. Compare TTK across two builds at the HP level that matters most for your gameplay — low HP TTK is important for wave-clearing efficiency, while high HP TTK determines boss kill speed. A build that improves TTK at 5000 HP by 20% may still be worse than an alternative that improves TTK at 100 HP by 50%, depending on what content you are playing.

Sources & References

Last updated: 2026-06-05

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Editorial Note

MyCalcBuddy Editorial Team

This page is maintained as an educational calculator reference.

Source

Formula Source: Standard Mathematical References

by Various

UpdatedLast reviewed: May 2026
CheckedFormula checks are based on standard references and internal QA review.

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