Very well done. Most professors don't explain this way to us.
@saraihernandez74602 жыл бұрын
Studying for USMLE step 1, thank you so mucho for this video!!!
@BananaBeecher4 жыл бұрын
Actually a legendary resource - extremely useful. Thanks so much.
@MikeB-sp6gp3 жыл бұрын
Thank you! I've just spent the past 90 minutes trying to understand Poiseuille's Equation, from Internet sources that are generally excellent (probably the case here- I just wasn't "getting it" for some reason). But, the truth is, I didn't need to understand the equation. I just needed to understand the concepts you present here. What a relief! And, BTW, I'm probably not your usual audience. I'm a 60 year old RN-- so you don't have to be a student to learn from you. Please keep the videos coming.
@Hippomedics3 жыл бұрын
You're very welcome! So glad we were able to help.
@_immaculata3 жыл бұрын
This was exceedingly helpful. Thanks a lot. 💛
@jungandrea6060 Жыл бұрын
This is just amazing ❤️thank you so much💓💓💓
@bobboo27333 жыл бұрын
concise and to the point. May God All Mighty bless you.
@abby67133 жыл бұрын
clear and concise video. THANK YOU
@ronnynoneofyourbusinessgoo78925 жыл бұрын
This is really good. Thanks!!
@milicao286 ай бұрын
Very helpful, thank you so much!
@honeysri94483 жыл бұрын
Tq man may god bless you
@marwansaid27964 жыл бұрын
That is iconic!
@1vinurame Жыл бұрын
Hi I have a quick question: We know that the blood pressure drop is highest across the arteriole s, and so delta P should be higher in the arteries. Is it fair to say that, since arterioles are in parallel, collectively they have a lower resistance than the arterial resistance? That would support pressure being less in the arterioles wouldn’t it? Individually, the resistances can certainly be higher in the arterioles supporting the point that they have the highest overall resistance.
@oal58993 жыл бұрын
Doesnt resistance increase the pressure and lower the flow? How come the pressure then drops in arterioles?
@notadoc96973 жыл бұрын
That's what I'm not getting. If ΔP = Q x R, then this means ΔP is directly proportional to R, so a higher R would translate into a higher ΔP.
@THETBONE Жыл бұрын
@@notadoc9697 delta or ∆ Pressure means change in pressure. so before the arteriole, lets say the arteries, we have a high pressure and after the arteriole we have a very low pressure ( because of the large pressure drop in the arteriole) then we actually have a high change in pressure ( high ∆ pressure, high change in pressure) Example: if we say pressure was 80 in the arteries and then dropped to 10 in the capillaries (due to high resistance in arterioles), then ∆p = 70. however if the arterioles had a low resistance then pressure drop would be lower from 80 in artery to 50 in capillaries which would equal a ∆p = 30. So ∆P = R x Q still applies, the higher the resistance the higher the pressure drop between 2 points the higher the ∆P between those 2 points.
@ronnynoneofyourbusinessgoo78925 жыл бұрын
Fantastic actually. You can't use Ohm's straightforwardly to figure this out, can you?
@aggelosdidachos30732 жыл бұрын
I am slightly confused with the last diagram. "In the arterial system, as resistance increases, blood pressure increases and flow decreases." based on another source. Which one is true then ? Pressure drops or increases when resistance increases?
@Hippomedics2 жыл бұрын
Which part of the graph is confusing you? Arteries or arterioles?
@halvardskeiewiencke53412 жыл бұрын
@hippomedics I think it’s a little unclear why the high resistance in arterioles reduce blood pressure when ex. vasoconstriction (increased resistance) will increase blood pressure. Same with ex. stenosis will create increase resistance and therefore increased blood pressure, so why would the increased resistance in arterioles decrease blood pressure?
@jarinetanda-jt1yi Жыл бұрын
Ah, I hope this questions is already answered, I'm also confused : €
@umefarwa46626 ай бұрын
@@halvardskeiewiencke5341has this question been answered yet. I’m currently struggling to understand this concept too. Please do share if you have gotten a reasonable explanation.