The orbital period (also revolution period) is the time a given astronomical object takes to complete one orbit around another object, and applies in astronomy usually to planets or asteroids orbiting the Sun, moons orbiting planets, exoplanets orbiting other stars, or binary stars.
For celestial objects in general the sidereal orbital period (sidereal year) is referred to by the orbital period, determined by a 360° revolution of one celestial body around another, e.g. the Earth orbiting the Sun, relative to the fixed stars projected in the sky. Orbital periods can be defined in several ways. The tropical period is more particular about the position of the parent star. It is the basis for the solar year, and respectively the calendar year.
The synodic period incorporates not only the orbital relation to the parent star, but also to other celestial objects, making it not a mere different approach to the orbit of an object around its parent, but a period of orbital relations with other objects, normally Earth and their orbits around the Sun. It applies to the elapsed time where planets return to the same kind of phenomena or location, such as when any planet returns between its consecutive observed conjunctions with or oppositions to the Sun. For example, Jupiter has a synodic period of 398.8 days from Earth; thus, Jupiter's opposition occurs once roughly every 13 months.
Periods in astronomy are conveniently expressed in various units of time, often in hours, days, or years. They can be also defined under different specific astronomical definitions that are mostly caused by the small complex external gravitational influences of other celestial objects. Such variations also include the true placement of the centre of gravity between two astronomical bodies (barycenter), perturbations by other planets or bodies, orbital resonance, general relativity, etc. Most are investigated by detailed complex astronomical theories using celestial mechanics using precise positional observations of celestial objects via astrometry.
Here's an interesting question inspired by a homework probem (not mine) - what is the orbital period (proper time) for someone in a circular orbit around a black hole as a function of the radius of their orbit (Schwarzschild r-coordinate).
By setting the derivative of the effective potential to...
A simple pendulum is 8.00 meters long.(a) What is the period of simple harmonic motion for the pendulum if it is place in a truck that is accelerating horizontally at 2.00 m/s^2There were 2 other questions with accelerating upward and downward in an elevator, and those numbers I either added or...
Does anyone know how to do this problem? I cannot find any examples in my book like it, and I have gotten no where in a full hour.
If 3.9x10^-3 of gold is deposited on the negative electrode of an electrolytic cell in a period of 2.67 h, what is the current in the cell during this period...
The passage below is quotted from wikipedia:
"The cycle between one maximum elongation and the next lasts 584 days. After these 584 days Venus is visible in a position 72 degrees away from the previous one. Since 5 * 584 = 2920, which is equivalent to 8 * 365 Venus returns to the same point...
I can't get my answer match up with correct answer in the book:
i need to find fundamental period of this signal:
x(t) = 2 cos(10t + 1) - sin(4t -1)
i used formula for cosine Acos(wt + a) = ... that gives two exponentials... so I got pi/10 instead of pi for answer...
any help is appreciated
I’m a bit upset. I think we stumbled upon very strong hints / signs of conspiracy in the Global Warming arena. Scary.
Up until now, I’ve always disdained hints of conspiracy. After all, the economic law of offer and requirement of fear seemed to be working pretty well. The public wanting fear...
Is this true?
(excerpted from http://www.astro.uni-bonn.de/~bertoldi/ub313/" about 2003 UB313)
"...Its very elongated orbit takes it up to 97 times farther from the Sun than is the Earth - almost twice as far as the most distant point of Pluto's orbit – so that it takes twice as long as...
How do i do this! I have a long problem with several question parts about waves and I know how to do all of it except the first question is asking me to find velocity which I need frequency for, which I need Period for! Anyone please help Period and time have been a stumper for me all year...
I weigh 200 pounds today on earth, now I go Into an Isolated System (Say, an artificial Satellite) for six months, I eat healthy foods, drink a lot of water and regularly exercize (due to lack of anything else to do :D), so I'll lose weight, and hence mass.
1) Will there be any change in the...
Greetings,
I've read that Quarks became confined and able to bind into baryons like protons and neutrons in the Period of ~10*-12seconds -to- ~10*-5seconds. Its been stated that as the average photon's energy in this period (kT) dropped below about 1 GeV, that quarks could finally bind to...
I have already posted in the physics forum but its gone a bit quiet. I've managed to derrive an equation up to this point. I have \frac{g}{L}\theta = \omega^2 \theta_{max} \sin (\omega t - \alpha) and I need to prove that \omega = \sqrt{\frac{g}{L}} . I'm stuped at this one. Thank's in...
I am attempting to derrive the equation for the time period of a simple pendulum, the notes we have been given show some hints to where we should be aiming to get. I have managed to get to
\frac{d^2\theta}{dt^2} + \frac{g}{L}\theta = 0
However, the next line should be
\theta = \theta_{max}...
1) A long cylindrical rod of radius, r is weighted on one end so that it floats upright in a fluid having a density. It is pushed down a distance x from its equilibrium position and released. Show that the rod will execute simple harmonic motion if the resistive effects of the fluid are...
Hi there I'm having a little trouble doing problems with SHM kinematics. I think its because I have yet to find a good method of solving them. I'll post one and show what I can do. Them I hope somone can help me find a good method to solving it.A 1 kg block oscillates on a spring with k= 20...
Hi,
I have this problem:
A simple pendulum of length L is suspended from the ceiling of an elevator. The elevator is accelerating upward with acceleration a.
What is the period of this pendulum?
From logic I know that T=2pi*sqrt(L/(g+a)), but when I try to find it .. I failed.
Please...
A .390kg mass is suspended from a spring. A force of 1.00N stretches it an additional 35.0mm. Find the force constant of the spring, the period of the motion which results when the mass is released, the maximum acceleration, and the maximum velocity.
Ok so the force constant is F=ky...
Hi,
A particle is subjected to a central potential of:
V(r) = -k\frac{e^{-\alpha r}}{r}
Where k, \alpha are known, positive constants.
If we make this problem one-dimensional, the effective potential of the particle is given by:
V_{eff}(r) = -k\frac{e^{-\alpha r}}{r} + \frac{l^2}{2 m...
I was designing a circuit to determine frequency of signals using a counter as the main part of the circuit. However, I was just informed that period must also be measured or have the circuit perform one of the other.
Are there ICs that are able to determine the period between rising edges? If...
The mass of a star is 1.570 x 10^31 kg and it performs one rotation in 27.70 days. Find its new period (in days) if the diameter suddenly shrinks to 0.550 times its present size. Assume a uniform mass distribution before and after.
I used conservation of momentum
I \omega_o = I \omega_f
I...
Here's the problem:
Phobos and Deimos 2 satalites of mars, ahve orbits with average radii of 9380km and 23500km respectivly.
The period of Phobos is .319 Earth days. Whats is the period of Demos?
I ahve it set up like this:
Rp=9380
RD=23500
Pp=.319
Pd=?
and i know (Ta\Tb)sq'ed...
Angular Acceleration/ Find angle in period -- PLEASE help!
I'm having trouble with part "B" please help.
A.)A dentist's drill starts from rest. After 4.95 s
of constant angular acceleration, it turns at a
rate of 28600 rev/min.
Find the drill's angular acceleration. An-
swer in units of...
Determining the mass of a holder through a "Period Squared vs. Mass Added" graph?
This question is for Physics Lab.
The second part of the lab dealt with simple harmonic motion. We weighed a mass holder with spring attached using a pan balance. We then added .2 kg and increased the weight to...
A mass m is attached to a massless rod of length L to make a pendulum. In addition, when the rod is vertical, two relaxed springs with constants k1 and k2 are attached on either side of the mass to walls. What is the period of oscillation.
I started by writing the potential energy as a...
After an action potential has passed the localised region enters its refractory period, and during the absolute refractory period a second impulse cannot be conducted regardless of the size of the stimulation. This is because the sodium channels cannot open immediately after closing, why is that?
Suppose there is a planetary system in which a planet with an average distance of 6 AU from the star has an orbital period of 3 years. What is the mass of the star?
The answer should be in SOLAR MASSES.
I tried to use the formula: P^2 = (4pi^2*a^3)/G(m+M)
but it didnt work:(
any...
I'm trying to comprehend some old Fortran 77 code. I've run across an a line of code that resembles the following:
R(1)=2.*RL(1)*N(1)
What does the period in the above code mean?
Hey anyone who can give me a hand. I've been racking my brain over this question my teacher told me to think about for next class. Its not worth any marks or anything but it might impress him. I would rather ask here then google it. Why do we use a 24hrs on our clocks if the rotational period of...
I have a question about how neurons respond to stimuli during the relative refractory period of an action potential. During the relative refractory period, it is relatively more difficult for a neuron to undergo another action potential due to hyperpolarization, but it is possible. In general...
Hi,
i have a solution to the following problem but I'm not sure if it's right or not.
If you shake one end of a taut rope steadily three times each second, what would be the period of the sinusoidal wave set up in the rope?
Me, I thought that since I'm shaking the rope three times a second...
I have doubts concerning this problem.
Consider f:R-->R a continuous non-periodic function, and the function b(x) = cos(f(x)). Is b(x) periodic, if so, with what period?
I got...
b(x) is periodic of period L \Leftrightarrow b(x) = b(x+L) \Leftrightarrow cos(f(x)) = cos(f(x+L))...
Trig Functions
2y - 5 = \sin(144t - 45)
How can I find when the object is at equilibrum? I know it's when y = 0, but how do I solve from there? I tried arcsine but it gives me a domain error.
How can I find the minimum in between [itex]0 \le t \le 10[/tex]?
Is the period of oscillation...
Last year I completed two courses in the space of one, so this year I may have the possibility of having a free period. I was just wondering if having a free period looks bad to universities even if I have all my credits.
A particle follows SHM with its eqn.of motion being
s(x,y)=Asinwt i + 3Asin3wt j
What is its time period? Also find the expression for total mechanical energy wrt time.
I tried it in the following way
V=Awcoswt i + 3Awcos3wt j = Aw[(coswt)^2 +9(cos3wt)^2]^(1/2)...
Hi. I am currently working on a problem involving a ball being dropped from a hieght of 4m making a perfectly elastic collision with the ground. Assuming no mechanical energy is lost due to air resistance, I must find the period of the motion.
I used the equation
V(final) = V(initial) - gt...
Suppose that the function T has period 7 and that T(0)=3.
Explain why T(-30)=T(40)?
Is it normal that teacher just tells you to read stuff in book and then do your homework, without explaining it? She was "teaching" some stupid stuff about graphing f(x)=(x-1)^2 + 2, which they teach you...
:cry: Let' say you have a wave plotted out on a time scale. Each increment on the line is 675 ms. There are 5 increments between each wavelength. How would I find the frequency so that I can solve for the wave's period using:
Period = 1/Hz
confused! about period of pendulum
hey guys, i have a question. "A meter stick oscillates back and forth about a pivot point at one of its ends. Is the period of a simple pendulum of length 1m greater than, less than or the same as the period of the meter stick?"
i thought that the period...
Hi
I'm attempting this question and I'm wondering if this is the correct way of going about it or if I'm completely off track:
For lunch you and your friends decide to stop at the nearest deli and have a sandwich made fresh for you with 0.300 kg of Italian ham. The slices of ham are weighed on...
Bob estimates he can afford a monthly mortgage payment of $575. Current interest rates are 6.75%. Calculate the mortagage hecould assume for each amortization period.
A) 15 years
the extra info is that the monthly payments per $1000 for this percentage + 15years is $8.85.
How would you do...
Hi, I have a couple of questions here I am having a little bit of difficulty with.
1) What is the wavelength of an X-ray that has a period of 1.30x10e-10s?
2) A certian EMR has a wavelength of 2.14x10e-5m in air. What is the wavelength is water(n = 1.33)?
I am not looking for the...
We are talking about SHO in physics and the forumula for period T of a pendulum was introduced - T=2*pi*(L/g)^.5 where L is the length of the pendulum arm/string and g is acceleration due to gravity. the instructor also said this was an approximation that was only accurate for small angles...
Consider a satellite, mass=85 kg, in a circular orbit about Earth. Calculate the period of the satellite given a radius r of its orbit of 2.04 x 10^7 m.
I used T^2= (4pi^2/ GM)r^3
Plugging in G= 6.67 x 10^-11
M= 85 kg
r= 2.04 x 10^7 and solving for T gave...
hey,
i have to do an experiment about length of spring and its period, found the relationship, the period is proportional to the square root of the string length. (looks like a pendelum) but i don't understant why when u increase the length, the period increases! tell me y please! urgent...
A homogenous disc of radius r = 0.20m can oscillate as a physical pendulum around a horizontal acxis O located 0.10 m from teh center of the mass of the disc. The disc is perpendicular to O. Find the period of oscillations of the disc. And graivity is 9.8 m/s^2
Is this anything like a...
what happens to the maximum velocity if you double both Amplitude and period of a SHM?
the equation is
x(t) = A cos (wt + f)
v(t) = -A w sin (wt + f)
f is phase constant, w = angular velocity
i know if i double A and T, the first part of the v(t) equation will be like:
-2A *...
Hi
Here is a problem I need some help with:
Find the time period of a simple pendulum (length l, mass m) when it is attached to the roof of a car moving in a circle with constant speed v and radius r.
Here is what I did:
IF the angle made by the string (inextensible) with the...
I was curious as to how to approach this problem... An old phonograph record is spinning at 77.6 rpm. The phonograph needle is stuck 7.4 cm from the spindle. a) What is the angular velocity of the record? b) What is the speed of the record below the needle? c) What is the period corresponding to...
Hello everyone
Can anybody could please help me in the pendulums?
i just wanted to know how a simple pendulum executes simple harmonic motion and what are the factors that could affect the time period of a simple pendulum