what is the flow rate of gojo’s sperm? 🤔
😈 😈 😈 ALRIGHT LET’S FIND OUT
shoutout to m00tie @quinnyundertow since u said there's nothing that turns you on more than hearing how mobile a man's flagella are. this one's for you bb.
alright, first off, because his cum is confirmed to be both incompressible fluid as well as move with laminar flow, these attributes satisfy the conditions of pouiseulle’s law:
i had to do a little bit of research to determine if it was laminar or turbulent flow, and apparently sperm travels with both stokes & laminar flow, which is pretty interesting, and also moves in a sinusoidal propagating wave, likely due to the movements/shape of the flagella
note: microscopic sperm travel & ejaculate fluid travel are two very different things, but i can’t solve for anything microscopic here so we’re just gonna go for the ejaculate fluid only
anyways, to use pouiseulle’s law, let’s first determine our variables, and make sure we get the units right as well! always draw a diagram w all the variables:
now, let’s identify the variables:
1. radius (r) of tube -> this refers to the pipe/tube, therefore in this case, the vaginal canal. now since gojo has decided to creampie, we can assume that the radius of the vaginal canal will be equivalent to the radius of his girth as he is stretching you out. gege told me the diameter of his big fat schlong is approximately 3 inch girth, therefore the radius = 3/2 = 1.5 inches
2. ΔP refers to change in pressure gradient, in this case i’ve decided to have P1 as pressure at vaginal canal opening, and P2 as pressure at the end where the cervix is. therefore, ΔP = (P1 - P2) for the equation. i know you’ve got that gorilla grip coochie, esp when the world’s strongest sorcerer is fuckin you SENSELESS, but all things considered this is a very difficult parameter to measure, therefore i found this article to help out with this:
we’re going to assume “contraction pressure” (at the vaginal canal opening) is P1, due to gojo’s intrusion. and we’re going to assume “pressure at rest” is P2 at the end near the cervix (he’s pulled out a lil bit ok this makes things easier for me)
kPa are the units that we want for ΔP in this case, therefore it’s a simple calculation:
ΔP = P1 - P2 = 41.8 kPa - 26.8 kPa = 15 kPa
3. the last variable we need to account for here is L, which is the length of the PIPE HE’S LAYIN INSIDE OF YOU (jk it’s just length of ur coochie). now, i imagine this man is a generous lover, and he’s alr made you cum a few before he stuck it inside, so with arousal, the vaginal canal length has likely increased to about 5 inches (moreso 4.75in based on avg values in research but he stretched you in even more during the sexing!!) therefore L = 5 in
4. the other two values are just constants:
π = pi 3.1415 (imma just use pi function in calc)
η = this is viscosity of a fluid. based on this research article, the viscosity of human semen is approximately 9.35 cps. we want these units in kPa•s (remember that your units need to match the units of the other variables), so we need to use density of sperm (1.043 g/ml) to convert the factor (i just used chatgpt lol) but the conversion factor is pretty similar therefore we will just plug in something close to 9.35 kPa•s (true value is a little smaller)
ALRIGHT WONDERFUL! WE HAVE DETERMINED ALL OF OUR VARIABLES :) NOW WE JUST NEED TO PLUG IT INTO OUR EQUATION/DIAGRAM:
*note: mind the units! (shown in blue) there are lots of variations on how flow rate can be shown w the units, so u wanna be careful that they match
YAAAAY!! so the flow rate (Q) of gojo’s cum is approximately 0.63787 in^3/sec ☺️💕
use a quick converter online, and we can make it into liters per minute -> 0.02214 l/min. convert this to milliliters -> 22.14 mls
which means that, in one of gojo’s average cumshots, he cums 22.14 mls of ejaculate !!! :0 sheesh that’s a lot!!
but how does this value compare to other men? research varies, but on average, men ejaculate between 1-10mls per orgasm, therefore the world’s strongest sorcerer cums more than TWICE the worldwide average!!
and one final calculation shows us that when he finishes, it’s at about 0.369 mls per second :) that's fuckin fast!!!
thank you for cumming to my ted talk!! byee
alr ellie out ✌🏼😖 (i have sm brainrot)
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