i think it is my first bullet calc
Monster Cosmina lol nopes a bunch of rifle shots
i'll be calcing the speed needed to perform such feat.
basic scalling
according to body proportions an average human body is 7.5 heads tall
i'll assume 170cm for this men colmina is eating
making his head 22.6667 cm
his head=32 px
length of Cosmina eye= 72.94518px
making the length of colmina eye=51.669cm
cosmina eye length =14px
cosmina head=115px
CH=4.24429 m
Cosmina head=42 px
Cosmina arm length=192.1017px
CAL=19.4127311989 meters
wave
Monster Cosmina lol nopes a bunch of rifle shots
i'll be calcing the speed needed to perform such feat.
basic scalling
according to body proportions an average human body is 7.5 heads tall
i'll assume 170cm for this men colmina is eating
making his head 22.6667 cm
his head=32 px
length of Cosmina eye= 72.94518px
making the length of colmina eye=51.669cm
cosmina eye length =14px
cosmina head=115px
CH=4.24429 m
Cosmina head=42 px
Cosmina arm length=192.1017px
CAL=19.4127311989 meters
Distance travelled by the bullets
Travelled distance= Distance 1- Distance 2
Distance 1
this one is much more straightforward
i'll assume the bullets stopped in the point cosmina's cuts intercept itselves
the distance between cosmina head and said point is 160px
cosmina head (4.24429 meters) is 42 px
making the distance between cosmina body and bullets 16.1687238095 meters
TD=26.20526-16.169
TD=10.0362 meters
Distance 1
here we can see the bullets right before cosmina started reacting to them
to get the distance between cosmina head and the bullets i'll use angscalling for the distance of the bullet that we have a better view of , then angsize her head and subtract one from the other to get the distance between them
looking to these panels the bullets looks like .30 carbines
the diameter of these bullets is 7.62 mm
panel height is 454 px
bullet diameter is 15 px
now willy came up with an idea so i will be revising
it is a close up so i'll be using 35 degrees
Angle of the bullet=2 *atan(15 / (454 / tan(35/ 2)))
angle is 1.19369844 degrees
using the angsizing calculator i get the distance between the viewer and the bullet to be 36.574 cm
now for the head
Angle of the head=2 *atan(115 / (454 / tan(35/ 2)))
angle is 9.13263408 degrees
inputting the head size (4.24429 meters) and the angle on the calculator i get 26.571 meters
distance 1=26.571-0.36574
to get the distance between cosmina head and the bullets i'll use angscalling for the distance of the bullet that we have a better view of , then angsize her head and subtract one from the other to get the distance between them
looking to these panels the bullets looks like .30 carbines
the diameter of these bullets is 7.62 mm
panel height is 454 px
bullet diameter is 15 px
now willy came up with an idea so i will be revising
it is a close up so i'll be using 35 degrees
Angle of the bullet=2 *atan(15 / (454 / tan(35/ 2)))
angle is 1.19369844 degrees
using the angsizing calculator i get the distance between the viewer and the bullet to be 36.574 cm
now for the head
Angle of the head=2 *atan(115 / (454 / tan(35/ 2)))
angle is 9.13263408 degrees
inputting the head size (4.24429 meters) and the angle on the calculator i get 26.571 meters
distance 1=26.571-0.36574
Distance 2
this one is much more straightforward
i'll assume the bullets stopped in the point cosmina's cuts intercept itselves
the distance between cosmina head and said point is 160px
cosmina head (4.24429 meters) is 42 px
making the distance between cosmina body and bullets 16.1687238095 meters
TD=D1-D2
TD=26.20526-16.169
TD=10.0362 meters
Cosmina Speed method 1:lol fiction (high end)
muzzle velocity of your average M1 carbine=607 m/s
but ballistic are important for this kind of long ranged calc
cosmina head is 47 px
panel height is 731px
2 *atan(47 / (731 / tan(70/ 2 )))= 5.15545187 degrees
cosmina head is 4.24429 meters
making the distance 47.138 meters
its ballistic coefficient is 0.178
its range of 400 yards (365 meters)
weight is 7 g
velocity is 607 m/s
http://www.hornady.com/ballistics-resource/ballistics-calculator
making the speed of the bullet when she arrived colmina 538 m/s
Cosmina 2 arms performed four arcs within the time it took the bullets to cross 10.03626 meters
t=10.03626 /538
t=0.01865475836 seconds
4/2=2 arcs of what looks like 180 deegres
i'll also do an end for 90 deegres just in case
cosmina arm is 19.41273 meters
S=2*r*theta(90?)
S=19.41273*3.14159265
S=60.9868898844 meters
S=2 * r*theta (180?)
S=2*19.41273*3.14159265
S=121.973779769 meters
V=S/T
V=60.9868898844/0.01865475836
V=3269.24041081 m/s
V=121.973779769/0.01865475836
V=6538.48082163 m/s
:wha
but ballistic are important for this kind of long ranged calc
cosmina head is 47 px
panel height is 731px
2 *atan(47 / (731 / tan(70/ 2 )))= 5.15545187 degrees
cosmina head is 4.24429 meters
making the distance 47.138 meters
its ballistic coefficient is 0.178
its range of 400 yards (365 meters)
weight is 7 g
velocity is 607 m/s
http://www.hornady.com/ballistics-resource/ballistics-calculator
making the speed of the bullet when she arrived colmina 538 m/s
Cosmina 2 arms performed four arcs within the time it took the bullets to cross 10.03626 meters
t=10.03626 /538
t=0.01865475836 seconds
4/2=2 arcs of what looks like 180 deegres
i'll also do an end for 90 deegres just in case
cosmina arm is 19.41273 meters
S=2*r*theta(90?)
S=19.41273*3.14159265
S=60.9868898844 meters
S=2 * r*theta (180?)
S=2*19.41273*3.14159265
S=121.973779769 meters
V=S/T
V=60.9868898844/0.01865475836
V=3269.24041081 m/s
V=121.973779769/0.01865475836
V=6538.48082163 m/s
:wha
Meh
wave