Good question! We have to add the equations to account for the fact that the point is described by both displacements combined. We need to get from the origin to the center of the outer circle. takes you from the center of the outer circle to the point of interest. So takes you from the origin to the point of interest. Sorry for the late reply. Hope this helps :)
Good question! It's because theta is the angle between the horizontal and the line connecting the two radii, and alpha is the angle between the line connecting both radii and and the point. Going to 0:50 should make it more clear what I mean.
I like my claims... :-) It's all coming back to me... Many thanks... 14. (Original) The system of claim 1, wherein the at least one hypodermic needle further includes a barb. 15. (Original) The system of claim 1, wherein the at least one hypodermic needle is configured in an arc. 16. (Original) The system of claim 15, wherein the at least one hypodermic needle is configured in one or more cycloidal, epicycloidal, hypocycloidal, or other spiral arc. 17. (Original) The system of claim 1, wherein the injector head further comprises a cooperative strut corresponding to the at least one hypodermic needle and configured in such a manner as to facilitate dermal penetration of the recipient by the at least one hypodermic needle and to facilitate the injection of the formulation into the recipient. 18. (Original) The system of claim 1, wherein the injector head comprises a plurality of hypodermic needles cooperatively corresponding to the at least one hypodermic needle and configured in such a manner as to facilitate dermal penetration of the recipient by the plurality of hypodermic needles and to facilitate injection of the formulation into the recipient. www.linkedin.com/pulse/formulation-delivery-system-charles-ankner-cp/
![Noob To Max With DRAGON REWORK In Blox Fruits [FULL MOVIE]](http://i.ytimg.com/vi/LnBMOinoOvA/mqdefault.jpg)
Note: Sometimes, epicycloids are referred to as 'hypercycloids'.
Discord: discord.gg/EBhZxvG
Now this is the quality content I’ve been searching for!!!
Your channel deserves more subscription! You earned my sub 👍
Thank you!
could someone explain why S1= S2 at 1:07
Excellent video!
Why do we have to add the equations in the end?
Good question! We have to add the equations to account for the fact that the point is described by both displacements combined.
We need to get from the origin to the center of the outer circle. takes you from the center of the outer circle to the point of interest. So takes you from the origin to the point of interest.
Sorry for the late reply. Hope this helps :)
Clean graphics! Can't wait for them double monthly uploads :p
_Inshallah_ xd
Do you have one with hypocycloids?
I currently do not, but I have it on my (very long) to-do list!
thanks.. that was amazing
why is the angle in the outer circle=alfa+theta?
Good question! It's because theta is the angle between the horizontal and the line connecting the two radii, and alpha is the angle between the line connecting both radii and and the point.
Going to 0:50 should make it more clear what I mean.
@@XanderGouws I was searching for this question and I'm glad I found it on the comments! Thank you!
clear & easy to watch :)!
great video !!
Great video :)
Thank you :)
Amazing 😄
Good!
I like my claims... :-) It's all coming back to me... Many thanks...
14. (Original) The system of claim 1, wherein the at least one hypodermic needle further includes a barb.
15. (Original) The system of claim 1, wherein the at least one hypodermic needle is configured in an arc.
16. (Original) The system of claim 15, wherein the at least one hypodermic needle is configured in one or more cycloidal, epicycloidal, hypocycloidal, or other spiral arc.
17. (Original) The system of claim 1, wherein the injector head further comprises a cooperative strut corresponding to the at least one hypodermic needle and configured in such a manner as to facilitate dermal penetration of the recipient by the at least one hypodermic needle and to facilitate the injection of the formulation into the recipient.
18. (Original) The system of claim 1, wherein the injector head comprises a plurality of hypodermic needles cooperatively corresponding to the at least one hypodermic needle and configured in such a manner as to facilitate dermal penetration of the recipient by the plurality of hypodermic needles and to facilitate injection of the formulation into the recipient.
www.linkedin.com/pulse/formulation-delivery-system-charles-ankner-cp/