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Character Stats and Profiles Wiki
Character Stats and Profiles Wiki
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Hello, this page is made for me to calculate feats that are commonly done in fiction. As a reminder, i'm new at calculating, and I accept tips in order of improving.

(The page is still a W.I.P)

Impact feats[]

Have a concussion[]

According to this, it needs around 70-120 G-Force to have a concussion, which is equal to

686.7-1,177.2 J (Street Level)

Make a human-shaped hole on a wall[]

Male humans are on average 5'8 (173 cm), and are 43,3 cm of width

A wall is on average 4-6 inches, I will use 5 inches or 12,7 cm

95134,43 cm^3

Wooden wall[]

Frag = 95134,43 * 7,3774 = 701844,743882 J (Wall Level)

Rock Wall[]

Frag. = 95134,43 * 8 = 761075,44 J (Wall Level)

Steel[]

Frag. = 95134,43 * 208 = 19787961,44 (Wall Level+)

Titanium[]

Frag. = 95134,43 * 52323.936,5 (Small Building Level)

Glass[]

21,43/(30297,58)^0,5*1000000*(1,73 * 0.433)*0,00238125 = 219612,56 (Wall Level)

Have a door slammed against you[]

Average doors weight: 50-100 Lbs

Average speed for being slammed shut: 5 M/S

(Using the Kinetic Energy Calculator.)

Overall values:

  • Low-end (50 Lbs): 283.49523125 J (Athletic Human+)
  • Mid-end (75 Lbs): 425.242846875 J (Street Level)
  • High-end (100 Lbs): 566.9904625 J (Street Level)

According to IA doors are just 15 Kgs instead, so:

  • 187.5 J (Athletic Human)

Reminder: This is not a value for slamming the door shut, is for it getting slammed against you, the value that will be used is up to you.

Tanking shots without breaking bones/getting knocked back[]

1.2-1.5x the gun's AP

Destroying Objects feat[]

Glass Door[]

Sliding Glass Doors

  • Width: 150 to 180 cm (standard double-panel doors).
  • Height: 203 cm (most common height).

Hinged Glass Doors (e.g., Patio or Interior)

  • Width: 71 to 91 cm per panel.
  • Height: 203 cm (standard), up to 244 cm for taller doors.

Frameless Glass Doors (e.g., Shower Doors)

  • Width: 56 to 91 cm for a single panel.
  • Height: 183 to 203 cm (common for shower doors, but custom sizes are possible).

Sliding Glass Doors[]

Area = Width * Height = 150-180 * 203 = 30450-36540 Cm^2

Radius = Area/Pi = 30450-36540/3,14 = 9697,45-11636,94

21,43/(9697,45 to 11636,94)^0,5*1000000*(1,5 to 1,8 * 2,03)*0,00238125 = 1440,44-1893.51 J (Street Level)

  • Low End - 1440,44 J
  • Mid End - 1666,975 J
  • High End - 1893.51 J

Hinged Glass Doors[]

Hinged glass doors have 1-2 panels, if it has two panels, the values are 142-182

1 Panel[]

Area = Width * Height = 71-91 * 203 * 244= 14413-22204 Cm^2

Radius = Area/Pi = 14413-22204/3,14 = 4590,12-7071,33 cm^2

21,43/(4590,12 to 7071,33)^0,5*1000000*(0,71 to 0,91 * 2,03 to 2,44)*0,00238125 = 874,64-1672,42 J (Street Level)

  • Low End - 874,64 J
  • Mid End - 1273,53 J
  • High End - 1672,42 J
2 Panel[]

Reminder, that this value may only be used when both panels are broken

Area = Width * Height = 142 to 182 * 203 to 244 = 28826 to 44408 Cm^2

Radius = Area/Pi = 28826 to 44408/3,14 = 9180,25 to 14142,67 cm^2

21,43/(9180,25 to 14142,67)^0,5*1000000*(1,42 to 1,82 * 2,03 to 2,44)*0,00238125 = 1236,93-2365,16 J (Street Level)

  • Low End - 1236,93 J
  • Mid End - 1801,045 J
  • High End - 2365,16 J

Glass Table[]

Glass tables are 60,96 cm wide and 180 cm long (didn't found a link)

Area = Width * Length = 60,96 * 180 = 10972,8 Cm^2/1,0973 M^2

21,43/(10972,8)^0,5*1000000*(0,6096*1,80)*0,00238125 = 534,55 J(Street Level)

For the legs made of woods, you can add this value (447,678515565 J) Based on the amount of legs, the common amount is 4 (1790,71406226 J)

The final value is

  • Without wooden legs = 534,55 J(Street Level)
  • With wooden legs (1790,71406226 + 534,55) = 2325,26406226 J (Street Level)

Window[]

Standard Sizes for Single-Hung Windows

  • Width: 24 inches to 48 inches (60,96 to 121,92 cm)
  • Height: 36 inches to 72 inches (91,44 to 182,88)

Area = Width * Height = 5574,1824 to 22296,7296 cm^2

Radius = Area/Pi = (5574,1824 to 22296,7296)/3,14 = 1775.48 to 7100.23 cm^2 or 0.1775 to 0.7100 M^2

21,43/(1775,48 to 7100,23 )^0,5*1000000*(0,6096 to 1,2192 * 0,9144 to 1,8288)*0,00238125 =

  • Low end: 650.19 J (Street Level)
  • High end: 1377.32 J (Street Level)
  • Mid end: (Low + High end)/2 = 1013.755 J (Street Level)

Destroy a car glass window[]

Side windows are 50-70 cm wide and 40-55 cm tall, with the mid-end of the values being 60 and 47,5

Low-End[]

Area = Height * Width = 2000 = Radius = A/Pi = 2000/3,14 = 636,94

21,43 * 4 = 85,72

85,72/(636,94)^0,5*1000000*(0,5 *0,4)*0,00238125 = 1617,59 J (Street Level)

Mid-end[]

Area = Height * Width = 2850 = Radius = A/Pi = 2850/3,14 = 907,64

car windows are normally made of tempered glass which are four times stronger than normal glass

21,43 * 4 = 85,72

85,72/(907,64)^0,5*1000000*(0,60 *0,475)*0,00238125 = 1930,96 J (Street Level)

High-End[]

Area = Height * Width = = Radius = A/Pi = 3850/3,14 = 1226,11

car windows are normally made of tempered glass which are four times stronger than normal glass

21,43 * 4 = 85,72

85,72/(1226,11)^0,5*1000000*(0,7 *0,55)*0,00238125 = 2244,31 J (Street Level)

Punching through glass[]

The average human fist surface is 150 to 200 cm^2. The Average thickness of a window is 3-6 Mm or 0,3-0,6 Cm. 150 * 0,3 = 45 Cm^2, 200 * 0,6 = 120 cm^2

Area = 45 to 120

Radius = A/Pi = 45 to 120/3,14 = 14,33 to 38,21

21,43/(14,33 to 38,21)^0,5*1000000*(1,5 to 2 * 0,003 to 0,006)*0,00238125 = 60,6-99,2 J (Human Level-Human Level+)

Breaking a chair[]

Seat Dimensions:

  • Seat height (floor to top of seat): 17–19 inches (43–48 cm)
  • Seat depth: 15–18 inches (38–46 cm)
  • Seat width: 16–20 inches (41–51 cm)

Backrest Dimensions:

  • Backrest height (from seat to top of the backrest): 12–20 inches (30–51 cm)
  • Backrest width: Approximately the same as the seat width.

Front Legs:

  • Length (floor to underside of seat): 16–19 inches (41–48 cm), depending on the seat height.
  • Thickness (diameter for round legs or width for square legs): 1–2 inches (2.5–5 cm), varying by chair style.

Back Legs:

  • Length (floor to top of backrest): 28–40 inches (71–102 cm), as they often extend to form part of the backrest.
  • Thickness: Similar to front legs, typically 1–2 inches (2.5–5 cm).

Let's go part by part:

Seat[]

  • Area: Depth * Width = 1558 to 2346
  • White pine = Frag. - 7,3774 J/cc - V. Frag - 13,7895 J/cc - Pulv. - 51.297 J/cc
    • Frag - 7,3774
      • 1558 to 2346 = 11493,9892 J - 17307,3804 J (Street Level+ - Wall Level)
      • Middle end - 14400,6848 (Street Level+)
    • V. Frag - 13,7895
      • 1558 to 2346 = 21484,041 J - 32350,167 J (Wall Level)
      • Middle end - 26917,104 J (Wall Level)
    • Pulv - 51,297
      • 1558 to 2346 = 79920,726 J - 120342,762 J (Wall Level)
      • Middle end - 100131 J (Wall Level)

Backrest[]

Area: 1230 to 2601

  • Frag - 7,3774
    • 1230 to 2601 = 9074,202 J - 19188,6174 J (Street Level+ - Wall Level)
    • Middle end - 14131,4097 J (Street Level+)
  • V. Frag - 13,7895
    • 1230 to 2601 = 16961,085 J - 35866,4895 J (Wall Level)
    • Middle end - 26413,78725 J (Wall Level)
  • Pulv - 51,297
    • 1230 to 2601 = 63095,31 J - 133423,497(Wall Level)
    • Middle end - 98259,4035 J (Wall Level)

Front legs[]

Area: 102,5 to 240 (For each leg)

  • Frag - 7,3774
    • 102,5 to 240 = 756,1835 J - 1770,576 J (Street Level)
    • Middle end - 1263,37975 (Street Level)
  • V. Frag - 13,7895
    • 102,5 to 240 = 1413,42375 J - 3309,48 J (Street Level)
    • Middle end - 2361,451875 J (Street Level)
  • Pulv - 51,297
    • 102,5 to 240 = 5257,9425 J - 12311,28 (Street Level - Street Level+)
    • Middle end - 8784,61125 J (Street Level+)

Back Legs[]

Area: 177,5 to 510 (For each leg)

  • Frag - 7,3774
    • 177,5 to 510 = 1309,4885 J - 3762,474J (Street Level)
    • Middle end - 2535,98125(Street Level)
  • V. Frag - 13,7895
    • 177,5 to 510 = 2447,63625 J - 7032,645 J (Street Level)
    • Middle end - 4740,140625 J (Street Level)
  • Pulv - 51,297
    • 177,5 to 510 = 9105,2175 J - 26161,47 J (Street Level+ - Wall Level)
    • Middle end - 17633,34375 J (Wall Level)

Slam a door open/Knock a door down[]

Credits to this

Slam it open[]

In order of slam a door open, you need to break the door latch

(1,333208454/10000) = 0,0001333208454

Distance needed to cross: 0,007 cm

Type of strength used: Shearing Strength

Values
Material MPa Energy in newtons (Can't be applied to L. Strength!) Level
Stainless Steel 358000000 47728,8626532 334,1020385724 J(Street Level)
Brass 205000000 to 531000000 27330,7733 to 70793,36889 191.3154131 to 495.5535822 J (Athlete to Street Level)
Aluminium 48750000 6499,39121325 45,49573849275 J (Below Average)
Iron 20000000 2666,416908 18,664918356 J(Below Average)
Bronze 297000000 39596,2910838 277,1740375866 J (Athlete+)

Break a door down[]

In order of breaking a door down, you need to destroy: The latch AND the brass pins in the door hinges

Door hinges[]

0,000354

Distance needed to cross: 0,006

(Multiplying the value by three due to having three hinges.)

Strength used: Tensile Strength

Values
Material MPa Energy in newtons (Can't be applied to L. Strength!) Level
Steel 568500000 201249 1207,494 * 3 = 3622,482 J (Street level)
Stainless Steel 597000000 211338 1268,028 * 3 = 3804,084 J (Street Level)
Brass 467700000 to 500600000 165565,8 to 177212,4 993,3948 to 1063,2744 * 3 = 2980,1844 to 3189,8232 J (Street Level)
Bronze 538000000 190452 1142,712 * 3 = 3428,136 J (Street Level)
Aluminium 234000000 82836 497,016 * 3 = 1491,048 J (Street Level)
Iron 42430000 15020,22 90,12132 * 3 = 270,36396 J (Athlete Level+)
Zinc 120000000 42480 254,88 * 3 = 764,64 J (Street Level)
Door pins[]

2,502278549

Strength used: Shearing Strength

W.I.P

Bone Breaking feats[]

Fracture/Dislocate a lower jaw[]

According to this.

It takes 40-70 Kgf to deslocate a jaw, which would be 392,266-686,4655 J(Street Level)

Break a ankle[]

The distal end of a Fibula have 4-6 cm of length and the distal thick and width is 1,5-2,5 cm according to IA, I will be using 5 and 2 cm

5 * 2 * 2 = 20 cm^3

Bone breaking is 51,6 67,5 and 170 for frag, V. Frag, and Pulv

  • Low-end = 20 * 51,6 = 1032 J (Street Level)
  • Mid-end = 20 * 67,5 = 1350 J (Street Level)
  • High-end = 20 * 170 = 3400 J (Street Level)

Crush a foot[]

A man's foot is on average 25,25 cm long and 9,25

233,5625 cm^3

Bone breaking is 51,6, 67,5 and 170 for frag, V. Frag, and Pulv

  • Low-End = 233,5625 * 51,6 = 12051,825 J (Street Level+)
  • Mid-End = 233,5625 * 67,5 = 15765,46875 J (Wall Level)
  • High-End = 233,5625 * 170 = 39705,625 J (Wall Level)

Snap a human neck[]

According to Vsbattles, it takes 1000-1250 Lbf or 453-566 Kgf to snap a human neck, now I want to convert this into Joules

Kgf to Newtons = 453 to 566 * 9,8 = 4439,4-5546,8

Newtons to Joules = N * Distance traveled on M

A C7 has 30-40 cm^2

Low-end = 4439,4 = 1331,82-1775,76 J (Street Level)

High-end = 5546,8 = 1664,04-2218,72 J (Street Level)

Break a human arm[]

For Force, you can find the values here (Will be using group 3)

Humerus: 20227.2 N (Class 5)

  • Width is 2-3 cm, which makes the mid-end 2,5
    • Low-end = 20227.2 * 0,2 = 4045,44 J (Street Level)
    • Mid-end = 20227,2 * 0,25 = 5056,8 J (Street Level)
    • Mid-end = 20227,2 * 0,3 = 6068,16 J (Street Level)

Sawing/Cutting/Stabbing through[]

Stabbing through a neck[]

Knife[]

The shear strength of bones is 51.6 MPa or J/cc

The average width of a knife is 0,3 Cm, knifes are on average 0,2 thick.

Flesh shearing strength = 12.9

Neck Width (Side to Side)

  • Adult Men: Typically ranges from 12 to 14 cm (4.7 to 5.5 inches).
  • Adult Women: Typically ranges from 10 to 13 cm (3.9 to 5.1 inches).

Neck Thickness (Front to Back)

  • Adult Men: Usually about 4 to 5 cm (1.6 to 2 inches).
  • Adult Women: Slightly smaller, around 3.5 to 4.5 cm (1.4 to 1.8 inches).

Neck radius =

  • Adult men = 48-70/3,14 = 15,28-22,29
  • Adult women = 35-58,5 = 11,14-18,63
Man[]

Volume of neck stabbed = width of blade * thickness of blade * 2 * radius of neck = 3,8 * 0,2 * 2 * 4-5 = 3,04-3,8 cc

Volume of neck bone stabbed = pi * radius of neck * thickness of blade = 3,14 * 15,28-22,29 * 0,2 = 9,59584-13,99812 cc

Energy to stab the skull Bone = V * Shear strength = 9,59584-13,99812 * 51,6 = 495,145344-722,302992 J (Street level)

Volume of flesh = 9,59584 - 3,04 = 6,55584 cc/13,99812 - 3,8 = 10,19812

Energy to stab through the flesh = 6,55584-10,19812 * 12,9 = 84,570336-131,555748 J (Human+-Athlete Level)

Overall (Male)

  • Low end - 84,570336 + 495,145344 = 579,71568 J (Street Level)
  • High end - 722,302992 + 131,555748 = 853,85874 J (Street Level)
  • Mid end - 716,78721 J (Street Level)
Female[]

Volume of neck stabbed = width of blade * thickness of blade * 2 * radius of neck = 3,8 * 0,2 * 2 * 3,5-4,5 = 5,32-6,84 cc

Volume of neck bone stabbed = pi * radius of neck * thickness of blade = 3,14 * 11,14-18,63 * 0,2 = 6,99592-11,69964 cc

Energy to stab the skull Bone = V * Shear strength = 6,99592-11,69964 * 51,6 = 360,989472-603,701424 J (Street level)

Volume of flesh = 6,99592 - 5,32 = 1,67592 cc/11,69964 - 6,84 = 4,85964

Energy to stab through the flesh = 1,67592-4,85964 * 12,9 = 21,619368-62,689356 J (Below Average Human-Human Level)

Overall (Female)

  • Low end - 21,619368 + 360,989472 = 382,60884 J (Street Level)
  • High end - 603,701424 + 62,689356 = 666,39078 J (Street Level)
  • Mid end - 524,49981 J (Street Level)

Slashing a human head off[]

Knife[]

Neck Width (Side to Side)

  • Adult Men: Typically ranges from 12 to 14 cm (4.7 to 5.5 inches).
  • Adult Women: Typically ranges from 10 to 13 cm (3.9 to 5.1 inches).

Neck Thickness (Front to Back)

  • Adult Men: Usually about 4 to 5 cm (1.6 to 2 inches).
  • Adult Women: Slightly smaller, around 3.5 to 4.5 cm (1.4 to 1.8 inches).

Neck Area =

  • Adult men = 301,44 - 439,6
  • Adult women = 219,8 - 367,38
Man[]

Volume of neck slashed = Width of blade * Area of neck = 0,3 * 3,14 * 301,44-439,6 = 283,95648-414,1032 cc

Volume of neck bone slashed = pi * radius of C3^2 * thickness of blade = 3,14 * 0,734^2 * 0,2 = 0,338338768 cc

Energy to slash a neck bone = 0,338338768 * 51,6 = 17,4582804288 J (Below Average)

Volume of neck flesh slashed = (283,95648-414,1032) - 0,338338768 = (283,618141232-413,764861232)

Energy to slash the neck flesh = (283,618141232-413,764861232) * 12,9 = 3658,6740218928-5337,5667098928 (Street Level)

Overall = 17,4582804288 + 3658,6740218928 - 5337,5667098928 = 3676,1323023216 - 5355,0249903216 J (Street Level)

Mid end - 4515,5786463216 J (Street Level)

Woman[]

Volume of neck slashed = Width of blade * Area of neck = 0,3 * 3,14 * 219,8-367,38 = 207,0516-346,07196 cc

Volume of neck bone slashed = pi * radius of C3^2 * thickness of blade = 3,14 * 0,734^2 * 0,2 = 0,338338768 cc

Energy to slash a neck bone = 0,338338768 * 51,6 = 17,4582804288 J (Below Average)

Volume of neck flesh slashed = (207,0516-346,07196) - 0,338338768 = (206.713261232-345.733621232)

Energy to slash the neck flesh = (206,713261232-345,733621232) * 12,9 = 2666,6010698928-4459,9637138928 (Street Level)

Overall = 17,4582804288 + 2666,6010698928 - 4459,9637138928 = 2684,0593503216 - 4477,4219943216 J (Street Level)

Mid end - 3580,7406723216 (Street Level)

Stabbing through a Skull[]

Knife[]

Volume of skull stabbed = width of blade * thickness of blade * thickness of skull

The shear strength of bones is 51.6 MPa or J/cc

The average width of a knife is 1.5 Inches (3,8 Cm), knifes are on average 0,2 Cm.

Flesh shearing strength = 12.9

Average Skull Width

  • Adult males: ~14 cm (5.5 inches)
  • Adult females: ~13 cm (5.1 inches)

Average Skull Thickness

  • Adult males: ~6.7 mm (0.26 inches)
  • Adult females: ~6.1 mm (0.24 inches)

Radius

  • Adult males: 9,38 cm
  • Adult females: 7,93 cm
Man[]

Volume of skull stabbed = width of blade * thickness of blade * thickness of skull = 3,8 * 0,2 * 0,67 = 0,5092 cc

Volume of skull bone stabbed = pi * radius of skull^2 * thickness of blade = 3,14 * 9,38^2 * 0,2 = 55,2542032 cc

Energy to stab the skull Bone = V * Shear strength = 55,2542032 * 51,6 = 2851,11688512 J (Street level)

Volume of flesh = 55,2542032 - 0,5092 = 54,7450032

Energy to stab through the flesh = 54,7450032 * 12,9 = 706,21054128 J (Street level)

Overall = 2851,11688512 + 706,21054128 = 3557,3274264 J (Street level)

Woman[]

Volume of skull stabbed = width of blade * thickness of blade * thickness of skull = 3,8 * 0,2 * 0,61 = 0,4636 cc

Volume of skull bone stabbed = pi * radius of skull^2 * thickness of blade = 3,14 * 7,93^2 * 0,2 = 39,4917172 cc

Energy to stab the skull Bone = V * Shear strength = 39,4917172 * 51,6 = 2037,77260752 J (Street level)

Volume of flesh = 39,4917172 - 0,4636 = 39,0281172

Energy to stab through the flesh = 39,0281172 * 12,9 = 503,46271188 J (Street level)

Overall = 2037,77260752 + 503,46271188 = 2541,2353194 J (Street level)

Stabbing through a waist[]

Knife[]

Volume of waist stabbed = width of blade * thickness of blade * thickness of waist

The shear strength of bones is 51.6 MPa or J/cc

The average width of a knife is 1.5 Inches (3,8 Cm), knifes are on average 0,2 Cm.

Flesh shearing strength = 12.9

Waist Width (Side-to-Side Measurement)

  • Women: Typically 25 to 35 cm (10 to 14 inches).
  • Men: Typically 30 to 40 cm (12 to 16 inches).

Waist Thickness (Front-to-Back Measurement)

  • Women: Typically 15 to 25 cm (6 to 10 inches).
  • Men: Typically 18 to 30 cm (7 to 12 inches).
Man[]

Volume of waist stabbed = 3,8 * 0,2 * 18 to 30 = 13,68 to 22,8 cc

Volume of skull bone stabbed = pi * width of waist * thickness of blade = 3,14 * 30 to 40 * 0,2 = 18,84 to 25,12 cc

Energy to stab the skull Bone = V * Shear strength = 18,84 to 25,12 * 51,6 = 972,144-1296,192 J (Street level)

Volume of flesh = 18,84 to 25,12 - 13,68 to 22,8 = 5,16 to 2,32

Energy to stab through the flesh = 2,32 to 5,16 * 12,9 = 29,928-66,564 J (Below Average+ - Human)

Overall

  • Low end - 972,144 + 29,928 = 1002,072 J (Street Level)
  • Mid end - 1182,414 J (Street Level)
  • High end - 1296,192 + 66,564 = 1362,756 (Street Level)
Woman[]

Volume of waist stabbed = 3,8 * 0,2 * 15 to 25 = 11,4 to 19 cc

Volume of waist bone stabbed = pi * width of waist * thickness of blade = 3,14 * 25 to 35 * 0,2 = 15,7 to 21,98 cc

Energy to stab the waist bone = V * Shear strength = 15,7 to 21,98 * 51,6 = 810,12-1134,168 J (Street level)

Volume of flesh = 15,7 to 21,98 - 11,4 to 19 = 4,3 to 2,98

Energy to stab through the flesh = 2,98 to 4,3 * 12,9 = 38,442-55,47 J (Below Average+)

Overall

  • Low end - 810,12 + 38,442 = 848,562 J (Street Level)
  • Mid end - 1019,1 J (Street Level)
  • High end - 1134,168 + 55,47 = 1189,638 (Street Level)

Stabbing through a door[]

Knife[]

The average width of a knife is 3,8 Cm and are on average 0,2 Cm thick.

Door dimensions thickness = 35-40 mm or 3,5-4 cm

Volume of door stabbed = width of blade * thickness of blade * thickness of door = 3,8 * 0,2 * 3,5 to 4= 2,66 to 3,04 Cc

2^2 * 2,66 to 3,04 = 10,64 to 12,16

Cc * Shearing Strength

Values
Type Shearing Strength Energy
Western White, Pine 7,17 J/cc 76,2888-87,1872 J (Human Level-Human Level+)
Oak, White 13,8 146,832-167,808 J (Athletic Human)
Mahogany 8,5 90,44-103,36 J (Human Level+)
Steel 372 3958,08-4523,52 J (Street Level)
Stainless Steel 358 3809,12-4353,28 J (Street Level)

Stab through a hand[]

Knife[]

Hand Width (Measured Across the Palm)

  • Average adult male: 3.3 to 3.8 inches (8.4 to 9.7 cm)
  • Average adult female: 2.9 to 3.3 inches (7.4 to 8.4 cm)

Hand Thickness (Measured at the Thickest Part, Across the Palm or Back)

  • Average adult male: 0.8 to 1.2 inches (2 to 3 cm)
  • Average adult female: 0.6 to 1.0 inches (1.5 to 2.5 cm)

Radius

  • Average adult male: 5,35 to 9,26 cm
  • Average adult female: 3,53 to 6,68 cm
Man[]

Volume of hand stabbed = width of blade * thickness of blade * thickness of hand = 3,8 * 0,2 * 2 to 3 = 1,52 to 2,28 cc

Volume to stab through the hand bone = pi * radius of hand * thickness of blade = 3,14 * (5,35 to 9,26) * 0,2 = 3,36 to 5,82 cc

3,36 to 5,82 * 51,6 = 173,376 to 300,312 J (Athlete Level to Street Level)

Volume to stab through the hand flesh = (3,36 to 5,82) - (1,52 to 2,28) = 1,84 to 3,54 cc

Flesh shearing strength = 12.9 MPa or J/cc

1,84 to 3,54 * 12,9 = 23,736 to 45,666 J (Below Average to Below Average+)

Overall

  • Low end - 197,112 J (Athletic Human)
  • High end - 345,978 J (Street Level)
  • Mid end - 271,545 J (Athletic Human+)
Woman[]

Volume of hand stabbed = width of blade * thickness of blade * thickness of hand = 3,8 * 0,2 * 1,5 to 2,5 = 1,14 to 1,9 cc

Volume to stab through the hand bone = pi * radius of hand * thickness of blade = 3,14 * (3,53 to 6,68) * 0,2 = 2,22 to 4,19 cc

2,22 to 4,19 * 51,6 = 114,552 to 216,204 J (Athlete Level to Athlete Level+)

Volume to stab through the hand flesh = (2,22 to 4,19) - (1,14 to 1,9) = 1,08 to 2,29 cc

Flesh shearing strength = 12.9 MPa or J/cc

1,08 to 2,29 * 12,9 = 13,932 to 29,541 J (Below Average)

Overall

  • Low end - 128,484 J (Athlete)
  • High end - 245,745 J (Athlete+)
  • Mid end - 187,1145 J (Athlete)
Woman[]

Slice a human wrist off[]

Average Wrist Thickness (Circumference)

  • Men:
    • Average: 17–19 cm
    • Range: 16–21 cm
  • Women:
    • Average: 15–17 cm
    • Range: 14–19 cm

Average Wrist Width (Across the Wrist Bones)

  • Men:
    • Average: 5.5–6.5 cm
    • Range: 5–7 cm
  • Women:
    • Average: 4.5–5.5 cm
    • Range: 4–6 cm

Area and Circumference

  • Men:
  • Radius: 2.7–3.0 cm
  • Area: 22.9–28.3 cm^2
  • Women:
  • Radius: 2.4–2.7 cm
  • Area: 18.1–22.9 cm^2

Knife[]

Man[]

Volume of wrist slashed = Width of blade * Area of Wrist = 0,3 * 3,14 * 22,9 to 28,3 = 21,5718 to 26,6586 cc

Volume of wrist bone slashed = pi * radius of wrist^2 * thickness of blade = 3,14 * 2,7^2 to 3^2 * 0,2 = 4,57812 to 5,652 cc

Energy to slash a wrist bone = 21,5718 to 26,6586 * 51,6 = 1113,10488-1375,58376J (Street Level)

Volume of wrist flesh slashed = (21,5718-26,6586 ) - (4,57812-5,652)= (16,99368-21,0066)

Energy to slash the wrist flesh = 16,99368 to 413,764861232 * 12,9 = 219,218472-270,98514 (Athlete+)

Overall = 219,218472 + 236,230992 or 270,98514 + 291,6432 = - 455,449464-562,62834 J (Street Level)

Stab through a shoulder[]

Knife[]

Thickness:

  • For men: The average thickness is approximately 1.2 to 1.6 cm.
  • For women: The average thickness is approximately 1.0 to 1.4 cm.

Length:

  • For men: The average length is typically between 150-160 mm (15-16 cm).
  • For women: The average length is generally between 120-140 mm (12-14 cm).
Man[]

Volume of clavicle stabbed = width of blade * thickness of blade * thickness of clavicle = 3,8 * 0,2 * 1,2 to 1,6 = 0,912 to 1,216 cc

Volume of bone stabbed = pi * length of clavicle * thickness of blade = 3,14 * 15 * 0,2 = 9,42 to 10,048

Energy to stab through the bone = 9,42 to 10,048 * 51,6 = 486,072 to 518,4768 J(Street Level)

Energy to stab through the flesh = (9,42 to 10,048) - (0,912 to 1,216 ) = 8,508 to 8,832 * 12,9 = 109,7532 to 113,9328 J (Athlete)

Overall:

  • Low-end: 595,8252 J (Street Level)
  • High-End: 632,4096 J (Street Level)
  • Mid-end: 614,1174 J (Street Level)

Lifting feats[]

As a reminder, if the charachter doesn't struggle for doing this feat, multiply it by 1.2-1.5x

Throw/Push/Pull someone[]

To throw someone, you need to do the simple formula:

F = M.A.D

Force = Mass * Acceleration * Distance

EX:[]

Using 81 Kgs as an example.

Gravitional acceleration is 9,8 M/s

Distance: I will be pretending you throw someone at least 2 meters, as the result will come out in newtons, you will need to multiply it by 0,102

Force = Mass * Acceleration * Distance = 81 * 9,8 * 2 * 0,102

161,9352 Kgf (Athletic Level)

The value varies widely, and it is needed to calculate the throwing feat in order to get the distance the person was thrown/pulled/pushed.

Overpower someone[]

In order of overpowering someone, you need to upscales (1,05x) someone's lifting strength

Ex: If a charachter lifts 100 kgs, you would need to lift 105 kgs in order of overpowering them. In case someone's lifting strength isn't justified:

A man can benchpress 60-80% of their weight, while Womans 40-60% of theirs

Average man

  • 180 Lbs/81 kgs in order to overpower one, you would need to lift at least
    • 60% (113,4 Lbs/48,6 Kgs) = 51,03 Kgs
    • 80% (144 lbs/64,8 Kgs) = 68,04 Kgs

Average woman

  • 170 Lbs/77 kgs in order to overpower one, you would need to lift at least
    • 40% (68 Lbs/30,8 Kgs) = 32,34 Kgs
    • 60% (102 lbs/46,2 Kgs) = 48,51 kgs

Miscellaneous feats[]

Knockes out someone[]

According to this.

It takes 144-186 Lbs to knock out someone.

144 lbs = 65,3173012 Kgs/186 Lbs = 84,3681807 Kgs

Kg to N = Kg * 9,8 = 640,10955176 N/826,80817086 N

As we have no distance to convert it, the value is the same as the newtons.

Update[]

The value above can't be applied in all cases, as it only uses the average human amount, but what about the peak/super humans for example?

We can use the values to discover how much energy we need thought:

Average Man A.P = 97.94580282 J

  • 826,80817086/97,94580282 = 8,44

In order to knock someone out, you need to have an A.P 8,44x times higher than their durability

Snap a table in half[]

They are between 36 to 44 inches in length. The average of that is 40 inches, or 1.016 m.

Thickness of the table-top ranges from 3/4 inches to 1 3/4 inches. I'll take the average again, 1.25 inches or 3.175 cm.

and the table split is at least 1 cm

101,6 * 3,175 * 1 = 322,58 cm^2

7,3774 * 322,58 = 2379,801692 J (Street Level)

One-shot someone[]

2347.29 J is enough to punch through someone all the way to the heart.

2347.29/97.94580282 = 23.97

It takes 23.97x times someone durability to one-shot them

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