Monster Hunter Damage Calculator

Calculate your true damage output with all skills and modifiers

Weapon Stats

Skills

Target

45+ is a weak point for Weakness Exploit

Damage Results

True Attack:240
Displayed Raw:1152
Effective Affinity:80%
Sharpness Bonus:+32%
Non-Crit Damage:143
Critical Damage:178
Expected Damage:171

How Monster Hunter Damage Works

Monster Hunter's damage system is one of the most intricate in action RPGs. Every attack you land involves a chain of multipliers applied in a specific order, and understanding each step is the key to optimizing your hunter's output. This Monster Hunter damage calculator replicates the game's exact formula so you can plan builds with confidence before spending materials on a new weapon or armor set.

At the top level, all physical damage in Monster Hunter flows through four core factors: your True Attack (the raw power of your weapon plus skill bonuses), the Motion Value of the specific move you're using (expressed as a percentage), the Sharpness multiplier of your weapon's current sharpness color, and the Hitzone Value (HZV) of the monster body part you hit. Multiply these four together and you get the raw damage for one hit. Affinity and critical hits then adjust the expected output further.

The game deliberately obscures some of this complexity. The "attack" number shown on your weapon in the equipment screen is the displayed raw, which is your true attack multiplied by a weapon-class modifier. Greatswords show a higher number than Sword and Shield weapons with the same true attack because they use a modifier of 4.8 versus 1.4. This can be misleading when comparing weapons across classes, which is exactly why working with true raw is essential for cross-weapon comparisons.

Skills layer on top of your base stats and interact in a specific sequence. Attack Boost applies a flat bonus at all levels and an additional 5% multiplier at level 4 and above. Peak Performance adds a flat attack bonus when your health is full. Heroics applies a percentage multiplier once your health drops below a threshold, scaling up to 30% at level 5. Understanding which skills are additive versus multiplicative in the calculation pipeline helps you choose the highest-value options for your playstyle.

Affinity-based skills work differently: they modify the probability of landing a critical hit rather than directly boosting attack. Weakness Exploit adds affinity when hitting a body part with a hitzone value of 45 or higher, and Agitator adds both attack and affinity when the monster is enraged. The calculator accounts for all of these interactions to give you accurate non-crit, crit, and statistically expected damage numbers.

The Damage Formula Explained

The formula breaks into two stages. First, raw (non-crit) damage per hit is calculated by multiplying your true attack by three independent multipliers: the motion value fraction (MV รท 100), the sharpness multiplier, and the hitzone fraction (HZV รท 100). The result is the exact damage you deal when you do not land a critical hit.

Second, the expected damage accounts for affinity. When affinity is positive, a fraction of your hits deal critical damage equal to rawDamage ร— critMultiplier. The expected value formula computes the probability-weighted average: 1 + (affinity/100) ร— (critMultiplier โˆ’ 1). At 100% affinity with Critical Boost level 3, every hit deals 1.40ร— raw damage. At 30% affinity and no Critical Boost, the multiplier is 1 + 0.30 ร— 0.25 = 1.075, meaning you average 7.5% more damage than non-crit.

Negative affinity works the same way but reduces expected output: at โˆ’30% affinity you average (1 + (โˆ’0.30) ร— 0.25) = 0.925ร— your raw damage. This is why negative affinity on early-game weapons is worth paying attention to.

The displayed raw you see in menus is calculated separately as trueAttack ร— weaponClassModifier and is only relevant for comparing weapons of the same type. The damage formula always uses true attack, not displayed raw.

Weapon Class Display Modifier
Great Sword4.8
Hammer5.2
Hunting Horn4.2
Long Sword3.3
Switch Axe3.5
Charge Blade3.6
Insect Glaive3.1
Lance / Gunlance2.3
Sword and Shield / Dual Blades1.4
Bow1.2
Light Bowgun1.3
Heavy Bowgun1.5

Monster Hunter Physical Damage Formula

Expected Damage = (Attack ร— MV/100 ร— Sharpness ร— HZV/100) ร— [1 + (Affinity/100) ร— (CritMultiplier โˆ’ 1)]

Where:

  • Attack= True attack after all skill bonuses (Attack Boost flat + percent, Peak Performance, Heroics, Agitator if enraged)
  • MV= Motion Value of the specific attack animation, expressed as a percentage (e.g., 100 = 100%)
  • Sharpness= Sharpness multiplier: Red 0.50 / Orange 0.75 / Yellow 1.00 / Green 1.05 / Blue 1.20 / White 1.32 / Purple 1.39
  • HZV= Hitzone Value of the monster body part targeted, expressed as a percentage (e.g., 45 = 0.45)
  • Affinity= Effective affinity percentage after Weakness Exploit and Agitator bonuses, clamped to [โˆ’100, 100]
  • CritMultiplier= Critical Boost multiplier: level 0 = 1.25, level 1 = 1.30, level 2 = 1.35, level 3 = 1.40

Sharpness and Hitzone Values

Two of the most impactful multipliers in the Monster Hunter damage formula are sharpness and hitzone value, yet they are often misunderstood by newer hunters. Learning to manage them is one of the fastest ways to increase your effective damage per hunt.

Sharpness represents the condition of your weapon's blade. It degrades as you attack and resets when you use a whetstone. The multipliers scale from 0.50 at Red (a blade about to break, essentially halving your output) all the way to 1.39 at Purple, the highest tier available. Maintaining White or Purple sharpness throughout a fight provides a dramatic advantage over hunting with a dull blade. Skills like Handicraft extend your sharpness gauge to reach higher colors, and Razor Sharp / Spare Shot reduces sharpness consumption so you sharpen less often.

The difference between Yellow (1.00) and White (1.32) sharpness is a 32% damage increase for the same weapon, same skill loadout, same hit โ€” which exceeds many full armor skill combinations. This makes sharpness management one of the highest-return habits in the game.

Hitzone Values (HZV) represent how soft or resistant a particular body part is to a given damage type. They are published as integers; dividing by 100 gives the multiplier. A head with HZV 80 takes 80% of your raw damage, while a shelled belly with HZV 20 takes only 20%. Aiming for high-HZV parts โ€” typically the head, neck, or wings of most large monsters โ€” significantly increases your damage per hit without changing any gear.

The 45 threshold is also important for the Weakness Exploit skill. Any part with HZV of 45 or higher counts as a "weak point" and triggers the affinity bonus from Weakness Exploit (up to +50% affinity at level 3). Targeting these parts therefore activates two damage increases simultaneously: a higher HZV multiplier and a higher effective affinity.

Sharpness Level Multiplier vs Yellow
Red0.50โˆ’50%
Orange0.75โˆ’25%
Yellow1.00baseline
Green1.05+5%
Blue1.20+20%
White1.32+32%
Purple1.39+39%

Affinity, Critical Boost, and Expected Damage

Affinity is Monster Hunter's term for critical hit chance. A positive affinity value means that percentage of your hits deal bonus damage; a negative value means that percentage deal reduced damage. The bonus (or penalty) is determined by your Critical Boost skill level, which sets the crit multiplier at 1.25 (level 0), 1.30 (level 1), 1.35 (level 2), or 1.40 (level 3).

The calculator displays three damage values: Non-Crit Damage (the result of a normal hit), Critical Damage (the result of a critical hit), and Expected Damage (the statistically average damage per hit). Expected Damage is the most useful figure for comparing build options because it accounts for how often each hit type occurs.

The expected value formula โ€” 1 + (affinity/100) ร— (critMultiplier โˆ’ 1) โ€” is a weighted average. At 30% affinity with no Critical Boost, 30 out of every 100 hits deal 1.25ร— damage and the other 70 deal 1ร—. The average is 1 + 0.30 ร— 0.25 = 1.075. At 100% affinity with Critical Boost 3, every hit deals 1.40ร— damage. The expected multiplier equals the crit multiplier exactly.

This relationship shows that Critical Boost becomes more valuable as your affinity increases, because higher affinity means more hits take the crit multiplier. A hunter sitting at 100% affinity gains more from Critical Boost 3 than a hunter at 30% affinity does. Conversely, investing in affinity skills yields diminishing returns once you are already near 100%.

Skills that affect affinity in this calculator include Weakness Exploit (adds up to +50% affinity when hitting a part with HZV โ‰ฅ 45) and Agitator (adds affinity and attack when the monster is enraged). Both are among the strongest damage skills in the game because they can push affinity from moderate values to near 100% under common hunt conditions.

Build Optimization Tips for Maximum DPS

Once you understand the damage formula, you can evaluate skill choices objectively rather than relying on community tier lists alone. Here is a framework for using this Monster Hunter damage calculator to optimize your build.

Start with True Raw. Find the true attack value of the weapon you want to use by dividing its displayed attack by the weapon-class modifier. A Greatsword showing 1152 displayed attack has a true attack of 1152 รท 4.8 = 240. Use this as your baseline in the calculator. Then compare alternative weapons directly by their true attack, because that is the number that feeds into the damage formula.

Lock in Sharpness First. Determine the highest sharpness color your build can maintain for the full hunt. The jump from Blue (1.20) to White (1.32) is a 10% raw damage gain โ€” roughly equivalent to several levels of Attack Boost. If Handicraft can push your weapon from Blue to White, it is often worth the slots.

Evaluate Affinity vs. Raw. Use the calculator's Expected Damage output to compare a raw-focused set against an affinity-focused set. Input both configurations and compare the expected damage number for your typical motion values and target hitzone. Neither approach is universally better; it depends on your weapon's base affinity, the hitzones of your target, and how much Agitator uptime you can realistically maintain.

Test Agitator and Weakness Exploit together. Check the "Monster Enraged" box and set a HZV of 45 or higher to see the maximum potential of this combination. Many end-game meta builds rely on both skills activating simultaneously, which can push affinity from 0% base to 85%+ effective affinity.

Consider Heroics for specific builds. At Heroics level 5, you gain a 30% attack multiplier at the cost of running at very low health. For speedrunners and experienced hunters, this can outperform almost any other skill. The calculator lets you compare Heroics builds safely without risking a cart.

Worked Examples

Greatsword True Charge Slash vs. Rathalos Head

Problem:

A hunter uses a Greatsword with True Raw 200, White sharpness, 30% base affinity, Critical Boost level 0, Attack Boost level 7, Peak Performance level 3, Heroics level 0, Weakness Exploit level 3, and targets the Rathalos head (HZV 80) while the monster is not enraged. The motion value for True Charge Slash is 143.

Solution Steps:

  1. 1Apply Attack Boost 7: level 7 is >= 4 so percent bonus applies. attack = 200 ร— 1.05 + 10 = 210 + 10 = 220
  2. 2Apply Peak Performance 3: ppValues[3] = 20. attack = 220 + 20 = 240
  3. 3Apply Heroics 0: heroicsValues[0] = 1. attack = 240 ร— 1 = 240
  4. 4Monster is not enraged, so no Agitator bonus. True attack = 240
  5. 5Compute base affinity: starts at 30%. HZV 80 >= 45 so Weakness Exploit 3 adds weValues[3] = 50. Effective affinity = 30 + 50 = 80%. Clamp to [โˆ’100, 100] โ†’ 80%
  6. 6Critical Boost 0: critMultiplier = 1.25. expectedCritMultiplier = 1 + (80/100) ร— (1.25 โˆ’ 1) = 1 + 0.80 ร— 0.25 = 1.20
  7. 7rawDamage = 240 ร— (143/100) ร— 1.32 ร— (80/100) = 240 ร— 1.43 ร— 1.32 ร— 0.80 = 240 ร— 1.50864 = 362.07 โ‰ˆ 362
  8. 8expectedDamage = 362 ร— 1.20 = 434.4 โ‰ˆ 434

Result:

Non-Crit: 362, Critical: 452, Expected: 434 damage per True Charge Slash hit on the head.

Dual Blades Combo Hit vs. Weak Point at Full Affinity

Problem:

A Dual Blades user has True Raw 180, Blue sharpness, 100% effective affinity (after skills), Critical Boost level 3, Attack Boost level 4, no Peak Performance or Heroics, HZV 60, and a motion value of 11 for individual blade hits.

Solution Steps:

  1. 1Apply Attack Boost 4: level 4 is >= 4. attack = 180 ร— 1.05 + 7 = 189 + 7 = 196
  2. 2Peak Performance 0: adds 0. Heroics 0: multiplies by 1. True attack = 196
  3. 3Effective affinity = 100% (already computed, no further adjustment needed)
  4. 4Critical Boost 3: critMultiplier = 1.40. expectedCritMultiplier = 1 + (100/100) ร— (1.40 โˆ’ 1) = 1 + 1 ร— 0.40 = 1.40
  5. 5rawDamage = 196 ร— (11/100) ร— 1.20 ร— (60/100) = 196 ร— 0.11 ร— 1.20 ร— 0.60 = 196 ร— 0.0792 = 15.52 โ‰ˆ 16
  6. 6expectedDamage = 16 ร— 1.40 = 22.4 โ‰ˆ 22 per individual hit

Result:

Non-Crit: 16, Critical: 22, Expected: 22 per hit. At 100% affinity, every hit crits so expected equals critical damage.

Hammer vs. Enraged Monster with Agitator 5

Problem:

A Hammer user has True Raw 230, White sharpness, 0% base affinity, Critical Boost level 1, Attack Boost level 5, Agitator level 5, Weakness Exploit level 0, HZV 55, motion value 74 for a charged spinning attack, and the monster is enraged.

Solution Steps:

  1. 1Apply Attack Boost 5: level 5 is >= 4. attack = 230 ร— 1.05 + 8 = 241.5 + 8 = 249.5
  2. 2No Peak Performance, no Heroics (level 0 for both). attack = 249.5
  3. 3Monster is enraged. Agitator 5: agitatorAttack[5] = 20. attack = 249.5 + 20 = 269.5 โ†’ true attack = 270 (rounded by Math.round)
  4. 4Affinity: starts at 0%. Agitator 5 with enraged: agitatorAffinity[5] = 10. affinity = 0 + 10 = 10%. HZV 55 >= 45 but Weakness Exploit is 0, so weValues[0] = 0. Effective affinity = 10%
  5. 5Critical Boost 1: critMultiplier = 1.30. expectedCritMultiplier = 1 + (10/100) ร— (1.30 โˆ’ 1) = 1 + 0.10 ร— 0.30 = 1.03
  6. 6rawDamage = 269.5 ร— (74/100) ร— 1.32 ร— (55/100) = 269.5 ร— 0.74 ร— 1.32 ร— 0.55 = 269.5 ร— 0.53724 = 144.79 โ‰ˆ 145
  7. 7expectedDamage = 145 ร— 1.03 = 149.35 โ‰ˆ 149

Result:

Non-Crit: 145, Critical: 189, Expected: 149 per charged spinning attack hit. Adding Weakness Exploit would push affinity to 60%, dramatically increasing expected damage.

Tips & Best Practices

  • โœ“Maintain White or Purple sharpness throughout fights โ€” the jump from Blue to White alone is a +10% damage increase greater than most armor skills.
  • โœ“Always aim for head or wing weak points; a hitzone of 80 versus 30 more than doubles your damage per hit with no gear change.
  • โœ“Use this damage calculator to compare builds by entering both skill sets and observing the Expected Damage output, not just attack stat.
  • โœ“Weakness Exploit level 3 gives +50% affinity on weak points โ€” combine it with Agitator for near-100% effective affinity when the monster is enraged.
  • โœ“Negative affinity on a weapon is a real DPS loss; use the calculator to quantify it before choosing between two competing weapons.
  • โœ“Critical Boost is most valuable at high affinity levels โ€” prioritize getting to 50%+ affinity before investing decoration slots in Critical Boost.
  • โœ“Peak Performance is a strong flat bonus at full health, but if you frequently get hit, Heroics or other skills may yield higher real-hunt averages.
  • โœ“For Dual Blades and Sword and Shield, dozens of hits land per minute โ€” even small per-hit gains from sharpness or HZV targeting compound rapidly into large damage differences over a hunt.

Frequently Asked Questions

True Raw is the actual attack stat used in every damage calculation โ€” it is the internal value the game computes damage from. Displayed Raw is what you see on the weapon information screen and equals True Raw multiplied by a weapon-class-specific scaling factor (for example, 4.8 for Greatswords and 1.4 for Sword and Shield). This means two weapons with very different displayed attack values can have identical true raw and deal exactly the same damage. Always compare weapons using their true raw when doing cross-class comparisons.
Hitzone Values (HZV) act as direct damage multipliers. A part with HZV 80 takes 80% of your raw damage, while a part with HZV 20 takes only 20%. Targeting a head at HZV 80 versus a back at HZV 30 on the same monster is a 2.67ร— damage increase from aiming alone, with no gear changes. Additionally, parts with HZV 45 or higher trigger the Weakness Exploit skill's affinity bonus, stacking a second multiplier on top.
Critical Boost's value scales linearly with your affinity. At 0% affinity it does nothing at all, since you never land critical hits. At 30% affinity it provides roughly a 1.5% expected damage increase per level, which is modest. At 100% affinity it provides a full 5% per level, making Critical Boost 3 a 15% damage boost. A general rule of thumb is to prioritize affinity skills first, then invest in Critical Boost once your effective affinity is 50% or higher.
The two skills stack additively on affinity. When a monster is enraged, Agitator adds flat affinity (up to +10% at level 5) and flat attack (up to +20 at level 5). If you are hitting a weak point (HZV โ‰ฅ 45), Weakness Exploit adds additional affinity (up to +50% at level 3). These bonuses are summed before the affinity cap of 100% is applied. A build combining both can reach 80โ€“100% affinity on weak points during monster enrage windows, which are common in higher-rank hunts.
Motion values vary by weapon type and the specific attack animation you are using. Great Sword True Charge Slash is approximately 143, Hammer spinning attack per hit is around 74, and individual Dual Blade hits are as low as 11. You can find comprehensive motion value tables on community wikis like Kiranico or the Monster Hunter Wiki. Enter the motion value of the move you actually spam most during hunts rather than the highest value move, which you may not land consistently.
Yes. In the calculator's math, Heroics applies a multiplicative attack boost after Attack Boost and Peak Performance flat values have been added. At Heroics level 5 the multiplier is 1.30, meaning a 30% increase on top of all other flat bonuses. Because it is multiplicative, it scales very well with high base attack. The catch is maintaining below 40 HP for the full hunt, which requires careful management, and the penalty for carting is severe in multiplayer. Heroics level 2 and 3 both share the same 1.05 multiplier, while level 4 stays at 1.10.

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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