What is Pole: Definition and 364 Discussions

The North Pole, also known as the Geographic North Pole or Terrestrial North Pole, is the point in the Northern Hemisphere where the Earth's axis of rotation meets its surface. It is called the True North Pole to distinguish from the Magnetic North Pole.
The North Pole is the northernmost point on the Earth, lying diametrically opposite the South Pole. It defines geodetic latitude 90° North, as well as the direction of true north. At the North Pole all directions point south; all lines of longitude converge there, so its longitude can be defined as any degree value. Along tight latitude circles, counterclockwise is east and clockwise is west. The North Pole is at the center of the Northern Hemisphere. The nearest land is usually said to be Kaffeklubben Island, off the northern coast of Greenland about 700 km (430 mi) away, though some perhaps semi-permanent gravel banks lie slightly closer. The nearest permanently inhabited place is Alert in the Qikiqtaaluk Region, Nunavut, Canada, which is located 817 km (508 mi) from the Pole.
While the South Pole lies on a continental land mass, the North Pole is located in the middle of the Arctic Ocean amid waters that are almost permanently covered with constantly shifting sea ice. The sea depth at the North Pole has been measured at 4,261 m (13,980 ft) by the Russian Mir submersible in 2007 and at 4,087 m (13,409 ft) by USS Nautilus in 1958. This makes it impractical to construct a permanent station at the North Pole (unlike the South Pole). However, the Soviet Union, and later Russia, constructed a number of manned drifting stations on a generally annual basis since 1937, some of which have passed over or very close to the Pole. Since 2002, the Russians have also annually established a base, Barneo, close to the Pole. This operates for a few weeks during early spring. Studies in the 2000s predicted that the North Pole may become seasonally ice-free because of Arctic ice shrinkage, with timescales varying from 2016 to the late 21st century or later.
Attempts to reach the North Pole began in the late 19th century, with the record for "Farthest North" being surpassed on numerous occasions. The first undisputed expedition to reach the North Pole was that of the airship Norge, which overflew the area in 1926 with 16 men on board, including expedition leader Roald Amundsen. Three prior expeditions – led by Frederick Cook (1908, land), Robert Peary (1909, land) and Richard E. Byrd (1926, aerial) – were once also accepted as having reached the Pole. However, in each case later analysis of expedition data has cast doubt upon the accuracy of their claims.

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  1. P

    Calculating pole strength from Tesla?

    T = N/A.m If T = 0.3249 N = 90N 90/0.3249 = 277.00 A.m Source. If not, can anyone please direct me on how I can calculate the pole strength, and magnetic moment too?!
  2. P

    Bicycle wheel on the North Pole

    Hi You'all, Newbie here so no calculus or polysyllabics on the first date please. If I hold a bicycle wheel horizontally and spin it at the north pole, the torque from the Earth spinning and the torque from the bicycle wheel are along the same axis. Does this mean the wheel could float off...
  3. K

    Why doesn't one-photon-irreducible function have any pole at q^2=0?

    I'm reading the QFT textbook by Weinberg. In volume one chapter 10 page 451, at the lower part of the page he says, \Pi^*_{\mu\nu}(q) is the sum of all one-photon-irreducible graphs, with the two external photon propagators omitted, and q being the external photon momentum. Weinberg states it...
  4. M

    Magnetic Flux and Induced EMF at South Pole

    Homework Statement The magnetic field strength at the South Pole is around 66μT, and magnetic field lines point out of the Earth perpendicular to the surface. The sled is a metal square of side 0.95 m (with non-conducting wooden slats in between). What is the magnetic flux through the sled...
  5. G

    Understanding the Landau Pole Phenomenon in Quantum Field Theory

    I read on Wikipedia (and verified myself) that if the beta function is proportional to the coupling raised to a power greater than 1, then there is a Landau pole, i.e., the coupling blows up at high energy. Here is what I got, for β=gα, where 1∠α, where g is the coupling and μ is scale...
  6. Q

    Help solving the vibrating pole mystery.

    The online edition of an italian newspaper, reported the curious event of a street pole which seems to vibrate for prolonged times, hours, even an entire day and without any clear reason. Someone talks about a building site in the nearby area, other talks about a wind turbulence called "vortex...
  7. S

    Standard TTL 2-input NAND gate - open-collector/totem pole outputs

    Homework Statement Question: Refer to Fig. 6-5. This standard TTL 2-input NAND gate uses ______ (open-collector, totem pole) outputs. Solution: The 2-input TTL NAND gate in Fig. 6-5 (which is attached as "TheFigure.jpg") uses a totem pole output configuration. Homework Equations N/A...
  8. D

    Solving Second Pole Residue ∫(dθ)/(a+bcosθ)^2

    ∫(dθ)/(a+bcosθ)^2 Homework Equations I'm trying to find the above integral (from 0-2pi) using Cauchy's Residue theorem. After closing the contour and re-writing the integrant, I know that I have singularity at (-a/b)+(√(a/b)^2-1)- (double pole or is it??). The Attempt at a Solution...
  9. ElijahRockers

    Finding R for Negative Pole Frequency Transfer Function

    Homework Statement I have a transfer function: H(jw) = RCjwz / (1+RCjwp) and I'm being asked to find R, if C = 47nF and the desired pole frequency is at 3.3kHz. what I'm confused about is that the pole frequency is supposed to make the denominator of the transfer function 0, but...
  10. N

    Does a straight wire or Electron have a north and south magnetic pole?

    So does a wire actually have a magnetic north and south pole? I know a coil of wire will form one but a straight wire will only attract another wire if the other wire's current is going in the opposite direction and repel if in the same direction. I have looked for images and they always just...
  11. D

    Barn Pole Paradox with Silo Variation

    This is the barn pole paradox using a slightly curved pole and a silo instead of a perfectly straight pole and doors on a barn. Let's say we have a pole of proper length of 1 light-year that is traveling around a circle that has a curvature of 1 meter over 1 light-year of length. Let that pole...
  12. S

    Laplace and pole zero diagram.

    The following diff. equation describes the functionality of a system with respect to time. However, it is not known how the system will behave when stimulated. Apply a forward Laplace transform to determine damping ratio and pole zeros. Plot a pole zero diagram and comment on stability. d2y/dt2...
  13. C

    North Pole Entering a coil wound counterclockwise

    Electricity and Magnetism (Polarity) Homework Statement Draw and indicate the current flow for the following situtions a) A north pole entering a coil wound counterclockwise b) A north pole exiting a coil wound counterclockwise Also is you could please explain coils, and...
  14. S

    Eye of the storm at Saturn's north pole

    Hi! I'm really excited about recent APoD picture, which shows Cassini's photo of a gigantic storm on Saturn's north pole. They also have an animation! I can't wait for a colour picture and videos. Meanwhile, since I still didn't state the purpose of this thread, what are the inner vortex...
  15. B

    Finding force on a pole held by wires using vectors

    Here's a vector tent problem with the solution. Can someone please explain it to me. https://docs.google.com/open?id=0B7WWo1BlPRXKSTU5WGRLZ2NaX2c
  16. marcus

    Stargazing New cosmic model parameters from South Pole Telescope

    I just posted about the new parameters here: https://www.physicsforums.com/showthread.php?p=4152380#post4152380 Basically the new numbers look rather close to what Jorrie already put as the default in his calculator. zEQ looks familiar. Hubble rate 70 looks familiar :biggrin: Here's the...
  17. N

    Time for a ball on string to travel around a pole.

    Homework Statement A tetherball with a string length of 1.5m is hit in such a way that it completes a circle around the pole with the string at 30 degrees from the pole. Assuming it doesn’t lose a significant length during the trip around the pole and hence takes a perfectly circular orbit...
  18. P

    How do we deal with the poles in QCD form factors?

    Form factors in QCD are given in following form "f(q^2)=f(0)/(1-q^2/m^2)". This expression has a pole at q=m. How do we plot these form factors vs center of mass energy and deal with the pole.
  19. R

    How to determine type of Filter from pole zero plot?

    According to me Transfer function will be G(s)= (s2+2ζωn+ωn2)/((s+p1)(s+p2)) I assume from the given plot that ωn < p1 and ωn < p2 Then the bode plot will be as per me like following :From the Bode plot we can see for higher freq magnitude is amplified . So it will be High pass Filter. That's...
  20. P

    What causes the change in velocity from pole to equator on Earth?

    Assume there's a person standing at the pole of the earth. When the Earth rotates, he/she has no tangential velocity because the person is at the pole. Now if the person were to take a trip by plane and land at the equator, the person would now have a fairly large velocity because the...
  21. coktail

    Pole through Earth, faster than c?

    Here's a question from a coworker: Based on the idea that the tips of fan blades move faster the base relative to the center of the fan, if you were to somehow put a very, very (impossibly) long pole through the spinning Earth, could the tips of the pole reach c or faster given that the pole...
  22. F

    Quadrupole electromagnet pole design

    Hi, This is my first post, and if this is the wrong area, I apologize. I was wondering if anyone knows of a software package that will design the pole faces for a quadrupol or hexapole electromagnetic beam focusing magnet given the beam parameters and electromagnetic magnetic field strength...
  23. W

    How Is the Moment Calculated for a Tensioned Cable on a Telephone Pole?

    Homework Statement An old wooden telephone pole with a single cross member was blown off center during a recent storm. To temporarily stabilize the telephone pole, a repair crew has attached a cable from the end of the cross member to an eye-ring stake anchored in the ground. (Figure 3) If...
  24. M

    Wave going to a massless ring on a pole

    Hello, I was reading my textbook and watching MIT Opencourseware and noticed a discrepancy between the two. There was a string attached to a massless ring on a pole without friction, on the MIT website it said the ring will go twice the amplitude of the wave, but in the textbook it said it...
  25. M

    Laurent series for pole to non integer power

    Hey all, I am doing a Schwarz-Christoffel transformation and I am trying to calculate the integral analytically using the residue theorem. My integral is the following: \int^\zeta _{\zeta_0} (z+1)\frac{1}{(z+2.9)^{{b_1}/\pi}{(z-0.5)^{{b_2}/\pi}}}dz This has two poles at -2.9 and 0.5. b_1 and...
  26. D

    Vaulters pole breaks into three pieces

    http://www.bbc.co.uk/sport/0/olympics/19179092 Is this an example of the Feynman spaghetti problem?
  27. O

    Calculating the Height of a Flagpole Using Trigonometry

    Having a fair bit of trouble with this one. Based on the answer I had thought to apply the Sine Rule but adding points to describe the lengths of elevation seems wrong, but I'm stuck on how else to approach this. Can anyone help, please? Many thanks. Homework Statement Q. A vertical...
  28. Feodalherren

    A man standing x ft. from a light pole, length of man's shadow?

    Homework Statement A man 6ft. tall is standing x ft. from a light pole 15 ft. high. Express the length of the man's shadow L as a function of x. Homework Equations Pre-Calc. NO TRIG The Attempt at a Solution I assumed that the man's shadow creates another like triangle within in the larger...
  29. O

    Gravitational attraction of a hemisphere at its pole

    Find the gravitational attraction of a solid hemisphere of radius a anddensity1 on a unit point mass placed at its pole. My attempt: Obviously I figured that spherical coordinates would work nicely for this problem. I decided to invert the hemisphere thus placing the pole on the origin...
  30. T

    Determine the problem of this force along the 2 axis of the pole

    Sorry if i post this one in wrong thread, But can you help to solve this one? so i can review or study it by my own.. :D thanks!
  31. J

    [Complex Analysis] Determining order of a pole.

    I've been studying the residue theorem and I've been having some difficulty with classifying singularities. For example, let's use the function f(z) = \frac{1}{z sinz} I know it has two singularities, one at z=0 and the other at z=2kπ for k ={0,1,2,..}, I don't know what kind of singularities...
  32. I

    How is a pole mounted transformer wired?

    I'm having trouble understanding how a pole mounted transformer is wired. I am astounded at how little information is online about one of the most common devices on the grid. The typical single phase transformer has a single wire connection from one high voltage power line. To have a...
  33. A

    What is a Pole of Order n in Complex Analysis?

    If a complex function has the form: f(z) = g(z)/(z-a)n then z=a is a pole of order n. I don't really understand all this fancy terminology. Isn't a pole just like when you for a real valued function g(x)/(x-a) don't want to divide by 0 and therefore the function is defined at x=a? If so what...
  34. R

    Log(z) : singularity, series and pole

    Firstly does log(z) have any singularity other than z=0? Secondly, z=0 is a pole of what order for log(z)? What is the Laurent series expansion for log(z) at z=0?
  35. Dotini

    Sun's North Magnetic Pole Begins to Flip, South Not Moving Yet

    The sun has begun its 11 year magnetic polar reversal a year early, with the north jumping the gun on the south. http://www.sciencedaily.com/releases/2012/04/120421203959.htm "Right now, there's an imbalance between the north and the south poles," says Jonathan Cirtain, a space scientist at...
  36. LTME

    Math pole (which class was the most difficult for you?)

    I am curious which math classes gave people the most trouble during their time in college. I am not looking for a "this class is harder than that class" kind of ruling as I know it differs from student to student and school to school. I am simply curious to see if there will be a pattern in the...
  37. J

    A question regarding the order of a pole

    Hi, I was wondering about how to determine the residue of a pole that is written in the form: f(z) = \frac{1}{(1 + t^r)^{\frac{m}{r}}} Here: m \in \mathbb{N}\,\,\,\,\;\,\,\,\,r \in \mathbb{R} And if it's possible, r could be complex. Would the order of the pole be m? Implying that...
  38. B

    Give two reasons why the apparent position of the Earth's geomagnetic pole

    Homework Statement Give two reasons why the apparent position of the Earth's geomagnetic pole, as recorded by ancient rocks, may not correspond to its present position. The Attempt at a Solution Continental drift? So what is recorded by ancient rocks is not totally accurate because it...
  39. L

    Pole expansion of meromorphic functions

    Hi, I was hoping someone may be able to help me understand what Arfken is doing in sec 7.2 when he does the pole expansion of meromorphic functions (he says this proof is due to Mittag-Leffler). So he starts off with a function f(z) that is analytic except at some isolated poles. These poles...
  40. D

    MHB What is the Integral of a Function Around a Rectangle Oriented Clockwise?

    Find the integral $$ \int_C\frac{dz}{z^2 - 3z + 5} = \int_C\frac{dz}{\left(z - \frac{3}{2}-i\frac{\sqrt{11}}{2}\right)\left(z-\frac{3}{2}+i\frac{\sqrt{11}}{2}\right)} $$ Where the path is a rectangle oriented clockwise from (0,0) to (0,4) to (10,4) to (10,0) to (0,0). So $z_1 =...
  41. D

    MHB Proving No Simple Pole at 0 for $f'$ on $\mathbb{D} - \{0\}$

    Prove that there is no function $f$ such that $f$ is analytic on the punctured unit disc $\mathbb{D} - \{0\}$, and $f'$ has a simple pole at 0. Let $f$ be analytic on the punctured disc $\mathbb{D} - \{0\}$. $$ f(z) = \frac{g(z)}{h(z)} $$ such that $h(z)\neq 0$. Then $$ f'(z) =...
  42. G

    Electron's pole rotation in magnetic field

    Hello everybody, I have a (potentially strange) question. Let's say an electron enters a magnetic field; what happens with the north pole of the electron over time? At the end it will obviously be aligned with the magnetic field, but what happens before that time? For example, would the...
  43. V

    Sunrise Direction in the South Pole

    In South Pole, In which direction will the sun rise?
  44. W

    What is the Landau pole and how does it relate to the coupling constant in QED?

    According to Wiki: "If a beta function is positive, the corresponding coupling increases with increasing energy. An example is quantum electrodynamics (QED), where one finds by using perturbation theory that the beta function is positive. In particular, at low energies, α ≈ 1/137, whereas at...
  45. C

    What is the time taken for a flag pole to fall over and hit the ground?

    Homework Statement The flag pole is 10m tall. The base of the pole has rusted and the pole topples over. What is the time taken for the pole to hit the ground? s = distance = 10m u = initial velocity = 0 m/s v = final velocity = unknown a = g = acceleration due to gravity = 9.81 m/s2...
  46. V

    Question on vertical pole and equilibrium

    I have this problem where a pole is vertically balanced, and there are three wires attach on top of it. The wires are fasten to the ground. It looks like a three side pyramid. The question tells me that one of the cable has a tension of 6000 Newtons. How can I find the tension on the other two...
  47. MacLaddy

    Pole in a corner - Trig word problem

    Homework Statement A pole of length L is carried horizontally around a corner where a 3-ft wide hallway meets a 4-ft wide hallway. For 0 < \theta < \frac{\pi}{2}, find the relationship between L and \theta at the moment when the pole simultaneously touches both walls and the corner P...
  48. M

    Finding the residue of a pole of order 2 (complex analysis)

    The problem Find Res(f,z1) With: f(z)=\frac{z}{(z^2+2aiz-1)^2} The attempt at a solution The singularities are at A=i(-a+\sqrt{a^2-1}) and at B=i(-a-\sqrt{a^2-1}) With the normal equation (take limit z->A of \frac{d}{dz}((z-A)^2 f(z)) for finding the residue of a pole of order 2, my attempt...
  49. Greg Bernhardt

    Is There Summer Ice at the North Pole?

    I'm trying to find information on whether there has been summer ice at the North Pole the last few years. I've found a couple old articles that indicate scientists predicted no summer ice. Did this in fact happen and is it predicted again for this coming summer? Does that mean the North Pole...
  50. H

    A 59 kg pole vaulter falls from rest from a height of 4.7 m onto a

    a 59 kg pole vaulter falls from rest from a height of 4.7 m onto a foam rubber pad. the pole vaulter comes to rest 0.34 seconds after landing on the pad. calculate the athlete's velocity just before reaching the pad. calculate the constant force exerted on the pole vaulter due to the collision...
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