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originally posted by: framedragged
a reply to: clay2 baraka
But then why the 3 lights on the bottom?
originally posted by: BASSPLYR
a reply to: clay2 baraka
The aircraft basically constantly flies into this bubble that forms in front of the craft.
Not sure how much lift the bird would have at this point. But if you are travelling hypersonically, the plane would probably be inclined to go the path of least resistance which would be the ultrasonic corridor as if it were on rails and pushed like a rocket by it's engines. I imagine it would be more like a bullet shooting down a gun barrel then flying.
Laser/Microwave induced plasma bloom "virtual" engine cowling could come in affect.
But you would have the benefits of a plasma sheath reducing drag but using a ultrasonic sheath instead eliminating the pesky abrading plasma is said to do to the skins of the birds.
So what color is a plasma bloom in the atmosphere? Violet? Dull yellowish white?
If dull yellowish white then it could explain some things in regards to dull yellowish white lights going from horizon to horizon very quickly. Maybe it's not the craft you are seeing but the plasma bloom in front of it. What if the ultrasound sheath idea is a way to be: one be safer for the skins of the planes by eliminating plasma contact, Two: reduce the tale tell signature of the plasma sheath by making the plasma not a sheath anymore but just a small ball in front of the bird. SO at really high altitudes it would be less noticeable visually?
originally posted by: Forensick
a reply to: BASSPLYR
Could any of you gents put it in laymans terms?
I thought plasma was a particular hot substance, think plasma rifle fires a hot gas "gloop" of moltern substance.
Is plasma made of any type of matter and what is the correlation between plasma and ultrasound.
Then, what is the link between sound (is ultrasound the same as sound?) and a "bubble" around a leading edge or an entire vehicle?
Appreciated.
originally posted by: BASSPLYR
Why that's so simple the equation is:
c_s = (\gamma ZkT_e/m_i)^[1/2] = 9.79\times10^5\,(\gamma ZT_e/\mu)^[1/2]\,\mbox[cm/s],
Anyone wanna do the math cause I'm so bad at math I think 2+2 is 22
originally posted by: BASSPLYR
Why that's so simple the equation is:
c_s = ( (How many directions can the ions move)*(what's the charge on the ions)*(boltzman's constnat)*(Electron Temperature)/(divided by the ion mass proton) )^[1/2]
originally posted by: BASSPLYR
a reply to: [post=19131046]mbkennel
"Now the trick is to get your motion coupled into the plasma propagating mode substantially. (In practice all would be excited to some degree)." Any ideas on how to achieve that coupling and keep it stable?