高分求解高中英文物理题1.A0.25gfleasitsonadiscatadistanceof4cmfromthecenterofthedisc.ifthediscrotatesat67rpmandthefleaisjustabletomaintainitspositionwithoutsliding,determinethecoefficientofstaticfri

Question

高分求解高中英文物理题
1.A 0.25g flea sits on a disc at a distance of 4cm from the center of the disc. if the disc rotates at 67 rpm and the flea is just able to maintain its position without sliding, determine the coefficient of static friction between the flea and the disc that enables the flea to maintain its uniform circular motion.
2. Snoopy is flying his vintage war plane in loop the loop path chasing the red Baron. his instruments tells him that the plane is level (at the bottom of the loop) and travelling at a speed of 180km/h. he is sitting on a bathroom scale, and notes that it reads four times the normal force of gravity on him. what is the radius of the loop?
3. As an indication of the size of the sun's gravitational pull on earth, carry out the rough calculations that follow. suppose that the sun's gravitational attraction could be replaced by a steel wire, running from the sun to the earth, with the wire's tension holding the earth in its orbit. good steel has a breaking stress of 5.0x10^8N/m^2 of cross section area.
a)calculate the cross-section area of wire that could just hold the earth in its orbit.
b)calculate the corresponding wire diameter.
4.By looking at distance galaxies, astronnomers have conclude that our solar system is circling the center of our galaxie. the hub of this galaxie is lacated about 2.7x10^20m from our sun, and our sun circles the center about every 200 million years. we assume that our sun is attracted by a large number of stars at the hub of the galaxy, and that the sun is kept in orbit by the garavitational attraction of these stars.
a)calculate the total masss of the star at the hub of our galaxy
b)based on an average size star of mass 2.0x10^30kg, determine the approximate number of such stars at the hub
请把公示写清楚点 不要只给我答案 谢谢!
可以用以下公示：
Fnet=mxa
Fc=mxac
Fg=mg
Fg=Gm1m2/d^2
脑子不太好使 呵呵 帮下忙 谢谢了

Answer 1

1.A 0.25g flea sits on a disc at a distance of 4cm from the center of the disc.if the disc rotates at 67 rpm and the flea is just able to maintain its position without sliding,determine the coefficient of static friction between the flea and the disc that enables the flea to maintain its uniform circular motion.
A) calculate the force applied to the flea
F=ma=mω^2*r=m*r*(2π/T)^2,where T=1/n,n is the rpm (i.e.67)
B) then calculate the static coefficient of the flea.
The formula for the static coefficient is given by F(in Newtons) =mgx
where m=mass in kg,g = 9.81 & x is the static coefficient
2.楼上已经解释的很清楚了
3.As an indication of the size of the sun's gravitational pull on earth,carry out the rough calculations that follow.suppose that the sun's gravitational attraction could be replaced by a steel wire,running from the sun to the earth,with the wire's tension holding the earth in its orbit.good steel has a breaking stress of 5.0x10^8N/m^2 of cross section area.
a)calculate the cross-section area of wire that could just hold the earth in its orbit.
b)calculate the corresponding wire diameter.
A) Fg=Gm1m2/d^2
which is the force that the wire must hold.So G(of sun)*mass of sun*Mass of Earth* / the distance squared.
(this is the equation you gave).
That force divided by the breaking stress per area (5.0x10^8) is equal to the area of the wire.
B) Area = pi*r^2.& diameter = 2r.simple enough.
4.By looking at distance galaxies,astronomers have conclude that our solar system is circling the center of our galaxy.the hub of this galaxy is located about 2.7x10^20m from our sun,and our sun circles the center about every 200 million years.we assume that our sun is attracted by a large number of stars at the hub of the galaxy,and that the sun is kept in orbit by the gravitational attraction of these stars.
a)calculate the total mass of the star at the hub of our galaxy
Fg=Gm1m2/d^2
Assume that the sun follows a circular pathway,the distance the sun travels is calculated with the radius given (2.7x10^20m).And the speed can be calculated.Knowing that while in orbit,a satellite is always accelerating.F=ma=mω^2*r=m*r*(2π/T)^2,hence,you have the force and acceleration.
Next,you can calculate m1 by substituting in for all values.
b)based on an average size star of mass 2.0x10^30kg,determine the approximate number of such stars at the hub
m1/mass per star.
Message me if you don't understand the solution.How I miss high school physics.^__^