What is Path: Definition and 1000 Discussions

In Western esotericism the Left-Hand Path and Right-Hand Path are the dichotomy between two opposing approaches to magic. This terminology is used in various groups involved in the occult and ceremonial magic. In some definitions, the Left-Hand Path is equated with malicious black magic or black shamanism, while the Right-Hand Path with benevolent white magic. Other occultists have criticised this definition, believing that the Left–Right dichotomy refers merely to different kinds of working and does not necessarily connote good or bad magical actions.In more recent definitions, which base themselves on the terms' origins in Indian Tantra, the Right-Hand Path (RHP, or Dakshinachara), is seen as a definition for those magical groups that follow specific ethical codes and adopt social convention, while the Left-Hand Path (LHP, or Vamamarga) adopts the opposite attitude, espousing the breaking of taboo and the abandoning of set morality. Some contemporary occultists, such as Peter J. Carroll, have stressed that both paths can be followed by a magical practitioner, as essentially they have the same goals.Another distinguishing characteristic separating the two is based upon the aim of the practitioner. Right-handed path practitioners tend to work towards ascending their soul towards ultimate union (or reunion) with the divine source, returning to heaven, allegorically alluded to as restoration or climbing back up the ladder after the "great fall". In Solomon's lesser key, they embrace the light and try to annihilate anything they regard as "dark" or "evil". On the other hand, left-handed path practitioners do not see this as the ultimate aim but a step towards their goal. Left-handed path practitioners embrace the dark as well as the light in order to invoke the alchemical formula solve et coagula ("dissolve and precipitate"), confronting the negative in order to transmute it into desirable qualities. Left-handed path practitioners descend towards union with the divine to obtain Godhood status, with God-like powers of their own, having reunited with the ultimate divine source-energy; then once there, taking one more step separating from that divinity, out of this creation into a new creation of their own making, with themselves as the sole divinity of the new universe, apart from the previous creation. The godhood self sought by Left Hand Path followers is represented by the Qlipha Thaumiel in the Tree of Knowledge.

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  1. D

    Path of a Vector: $\vec{V}=ky\hat{i}+kx\hat{j}$

    1. The problem if {\vec{V}=ky\hat{i}+kx\hat{j} find the equation of the path
  2. G

    How you can say if a line integral will be independant ot a given path

    Homework Statement Here is my problem : so far I've solved the line integral but I don't know what is the condition that must be met in order to be independant of the path given. I found the line integral to be: 27/28
  3. G

    Line integral of straight lines path (quick question)

    Homework Statement Hello, I have a quick question about the following problem F = (2y+3)i+xzj+(yz-x)k and straight lines from (0,0,0) to (0,0,1) to (0,1,1) to (2,1,1) Considering C1 is the line from (0,0,0) to (0,0,1) C2 is the line from (0,0,1) to (0,1,1) and C3 is the line from (0,1,1) to...
  4. kira506

    What is the relationship between phase and path difference in waves?

    What is meant by phase of a wave? I can't get a grasp of it especially after knowing that in an em wave ,the magnetic and electric fields E and B respectively are in phase , aren't they time varying and perpendicular to each other? Doesn't changing the inclination affect the phase ? Also,the...
  5. sa1988

    Work done by vector field on straight path

    Homework Statement Homework Equations W= ∫F.dr The Attempt at a Solution I'm fairly sure I've done the right thing, however my lecturer hasn't uploaded any solutions to any of these problems (which is ridiculous - how am I supposed to learn if I don't know when I'm right or...
  6. Matterwave

    Path integral Quantum Mechanics

    Hi guys, I have a few questions regarding Feynman's formulation of quantum mechanics. Given the propagator K(x',t';x,t), when is this propagator equal to: $$K(x',t';x,t)=Ae^{\frac{i}{\hbar}S_{cl}(x',t';x,t)}$$ Where S_cl is the classical action evaluated along the classical path of motion...
  7. C

    Calculate shadow path & size + object size based on distance

    What are the variables I need to take in account if I want to calculate shadow path and size? I will try to simplify my questions. I have a 2d circle (radius: 28) which means the size of the circle (in box) is 56x56 at specific point (lets say 300,300). I tell the 2d circle to go in specific...
  8. G

    Srednicki's normalization of path integral

    In Srednicki's QFT textbook, equation 9.6, he writes: Z[J]=e^{i \int d^4x \, \mathcal L_I\left(\frac{1}{i}\frac{\delta}{\delta J(x)} \right)} \int \, \mathcal D\phi e^{i \int d^4x \, \mathcal [\mathcal L_0+J\phi]} \propto e^{i \int d^4x \, \mathcal L_I\left(\frac{1}{i}\frac{\delta}{\delta...
  9. J

    Electron enters uniform magnetic field and takes circular path

    Homework Statement A time t = 0 an electron enters a region of uniform magnetic field B = 0.010 T and has kinetic energy of 6.40E-16 J. It goes through a half-circle, exits the field and then accelerates across a gap with a potential difference of 2000 V, increasing in speed. It then hits a...
  10. K

    Path differences for constructive and destructive interference

    please,I have exams on Tuesday and I need someone to solve this question for me so that I will pass my exams. Your helps will be kindly appreciated.
  11. G

    What is the Path of Light through Strong Gravity?

    Hello All, My background in physics is very basics. So I apologize in advanced if a make silly logical or empirical error. As shown in the attached picture, for the sake of simplicity, imagine the picture is a 2D world. Let's say we are being from 3D world looking directly at this world...
  12. R

    Mathematical Difference Between Mean Free Path vs RMS Free Path?

    I was wondering if there is a mathematical difference between the RMS free path and the mean free path of molecules in an ideal gas. For example, When I calculate the mean free path, I use use the average velocity and the scattering rate which is a function of the average velocity. I then...
  13. F

    Path length difference and Diffraction

    Homework Statement A double slit experiment is set up using a helium-neon laser (wavelength 633 nm). Suppose we add a small piece of glass (n = 1.50) over one of the slits. Then, the central point on the screen is occupied by what had been the m = 10 dark fringe. Determine the thickness t of...
  14. R

    Thermodynamics - change in internal energy of the system for the path

    Thermodynamics -- change in internal energy of the system for the path Homework Statement A system comprising of an ideal gas is taken from State a to State b, as shown in Figure 9 below, along th epath acb. 200J of heat flows into the system and 80J of work is done by the system along the...
  15. R

    Inverse Kinematics - Obtaining the Equation of a Path

    Obtaining the Equation of a Path I'm working on a project for myself in SolidWorks which involves a scissor-type mechanism. The bottom ends of the linkages are attached to disks that are free to rotate around the central hub where all the gears are attached. On the other side of the hub is...
  16. Saitama

    MHB Snail Paths: How Many Times Do They Circle Their Meeting Point?

    Problem: Three small snails are each at a vertex of an equilateral triangle of side $a$ units. The first sets out towards the second, the second towards the third and the third towards the first, with a uniform speed of $v$ units/sec. During their motion each of them always heads towards its...
  17. pellman

    Path integrals as usually presented - what does it tell us?

    Typical introductions to path integrals start with asking for the value of \langle x_1,t_1 | x_2,t_2 \rangle. This is usually interpreted as the probability amplitude of observing a particle at x_2 at time time t_2 given that it is located at x_1 at t_1. But is this so? I am having trouble...
  18. K

    My Mind going to blow Why Conservative field Path independ? by TMSxPh

    Searching for 'Conservative fields intuition' comes up with a thread pretty high up on the list with this question. Which was closed years ago. " Hi I'm now reading about Vector fields, everything is clear and intuitive for me as curl divergence ..ect , except one simple thing that I'm...
  19. D

    Radius of hellical chain (radius of path of electron)?

    Homework Statement here's the question, is my concept correct? the ans is 9.86 cm, but my ans is 13 cm, can anyone tell me which part is wrong? Homework Equations The Attempt at a Solution
  20. B

    Observed angular velocity function of object moving in straight path

    Hello, I have been trying to find an equation to represent the observed angular velocity of any object traveling in a straight path x and y distance away from where its being observed, along with the moving objects velocity. My problem is that I am getting a differential equation that in its...
  21. S

    Electronic Communications Degree - Career path

    Hi guys, I'm currently studying Beng Electronic communications engineering. I'd like to know more about the careers of electronic communications engineers. What typical job would I expect to get? The problem is that I really enjoy electronics but have no idea what I'll be doing at a...
  22. ajayguhan

    Parallel path in lap and wave winding

    i know that in lap winding the number of parallel path are equal to the number of poles, and in wave winding its always two. but where is that parallel path..? , i just don't get it. i'm new to this subject. thank you.
  23. A

    Career Path Help for 17 Yr Old | Anthony

    I'm 17 yrs old in high school and I'm not positive on what i want to go to school for. I'm on the fence about a diesel tech. and something in the aerospace field. As for aerospace, I thought of that as a choice because it seems like the more I see airplanes the more I get interested in them. I...
  24. S

    Automotive Tracing the Path followed by a car

    I would like to know the calculations regarding tracing of the path followed by a car during turning process. i have the following details , kindly do tell what other information is required and how the equations are formed. front wheel track - 1559 mm rear wheel track - 1605 mm...
  25. M

    Single-Wire 'Circuit' using Displacement Current as a Return Path

    So, consider an average shorted capacitor connected to an alternating current power source. This capacitor has a certain capacitance, voltage, displacement current, etc. associated with it. Assume the dielectric of this capacitor is air. Let us increase the frequency of this source. Recall that...
  26. M

    MHB Integrate the function f at the path that consists of the curves C1 and C2

    Hey! :o I have the following exercise: Integrate the function $f=x+ \sqrt{y} -z^2$ at the path from $(0,0,0)$ to$(1,1,1)$ that consists of the curves $C_1:r(t)=t \hat{ \imath}+t^2\hat{ \jmath}, 0 \leq t \leq 1$ and $C_2: r(t)=\hat{ \imath}+\hat{ \jmath}+t \hat{k}, 0\leq t \leq1$.My solution is...
  27. T

    Cycloidal Path of Charged Particle

    Homework Statement A charged particle (q), mass (m) is released from a frictionless inclined plane of angle θ under influence of Earth's acceleration (g) and magnetic field (B) perpendicular to (g) and plane of motion of particle. The particle slides down distance "l" along incline and then...
  28. F

    Destructive interference with different path lengths?

    A laser's beam is split and then recombined, and the two path delays are adjusted so there is destructive interference at a detector. Let's also say one of the two paths has a measurable delay over the other. Classically speaking, when the laser is first turned on, the detector would be...
  29. I

    Particle's path in magnetic field

    Homework Statement A charge enters a magnetic field. Draw the path the charge will follow and find the radius and period of the particle's path. v=10m/s (drawn as a straight line pointing right) q=3c B=4T (points outward)Homework Equations I'm not sure. The Attempt at a Solution The...
  30. marellasunny

    Kinematic analysis:Application of defining path of joint

    I understand that defining the path of a joint in a mechanism comes under the category of 'kinematic analysis'. I do not understand why engineers do this,when all they need to know is the path of the piston,piston velocity and piston acceleration(kinematic analysis). Take for example this 90...
  31. snoopies622

    Term for the path of the subsolar point

    Imagine a straight line that contains both the center of the sun and the center of the earth. This line passes through a point on the surface of the Earth that is between those two points. As the Earth rotates, this point moves west, forming a kind of line on the surface of the earth. What...
  32. M

    Show that the Change in Volume is Independent of the Path

    Homework Statement Homework Equations The Attempt at a Solution I understand what the question is asking. Both ways I should get the same answer. I'm having trouble figuring out the mathematics behind this question.
  33. carllacan

    Trying to decide on a career path

    Hi. I'm not entirely sure if this thread belongs here. I apologize in case it does not. I am currently on my third bachelor year on Physics. I have been thinking about the future lately, as I don't know what kind of job I want to have, and I feel utterly lost. I enjoy physics, and I am...
  34. K

    Calculate Resultant Displacement of a 4 Path Walk

    [b]1. A person going for a walk follows a path. The total trip consists of four straight-line paths. At the end of the walk what is the person's resultant displacement measured from the starting point? The books says the answer is 240 m at 237 degrees. [b] Vector A is 100m East at 0°...
  35. M

    MHB Find the shortest path from 1 to 10.

    Hey! :o Given the following: I have to find the shortest path from 1 to 10. I used the formula: $v(i)= \min \{c_{ij}+v(j) \}, v(N)=0$ and I found the shortest path is $1 \rightarrow 2 \rightarrow 6\rightarrow 9 \rightarrow 10$ and the cost is $7$. Is this correct?
  36. U

    Electron revolving in a circular path

    Homework Statement An electron is at P at t=0. It is circulating in anti-clockwise direction with a constant angular speed ω along the shown(see attachment) circular path. Magnetic field at Q (CQ=2R, where R is radius of circle) will be recorded as zero at times ....? The Attempt at a...
  37. S

    Path Superposition Vs Entanglement Superposition

    "Path (or single particle)" Superposition Vs Entanglement Superposition "Path" superposition 1. Single photon/particle...say going through a double slit Entanglement superposition 1. Creation of two entangled photons Path superposition - 1 particle...superposition of multiple...
  38. estro

    Can a graph with no self loops and odd common neighbors have an Eulerian path?

    I'm trying to prove that a graph with the below properties has an eulerian path. 1. Graph has no self loops or parallel edges. 2. Every two different vertices u and v have an odd number of common neighbor vertices. I'm thinking about this problem for a whole day and can't manage to prove...
  39. W

    Help finding Normal average acceleration of path.

    A particle moves along the curved path sown. if the particle has a speed of 40ft/sec at A at time ta and a speed of 44ft/sec at B at time tb, determine the average values of he acceleration of hte particle between A and B, bath normal and tangent to the path. I found the average tangent...
  40. N

    Parabolic path of ball-speed before hitting the ground

    Homework Statement You toss a ball straight up at 7.3ms^-1; it leaves your hand at 1.5m above the floor. a) Find its velocity before it hits the floor b) Suppose ball is tossed straight down at 7.3ms^-1, what is the final velocity just before it hits the floor. c) When would the second ball...
  41. M

    MHB Question about Dynamic programming-Shortest Path Problem

    Given a set of n things (1,2,...,n), we want to group them in clusters that contain adjacent things. For each cluster there is a cost $c_{ij}$. We are looking for the grouping in clusters so that the total cost is minimal. I am asked to write this problem as a shortest path problem. What do I...
  42. C

    A challenging vector field path integral

    Homework Statement Evaluate ∫F dot ds Homework Equations F = < 1 - y/ (x^2 + y^2) , 1 + x/(x^2 + y^2) , e^z > C is the curve z = x^2 + y^2 -4 and x + y + z = 100 The Attempt at a Solution I don't think Stokes theorem applies since the vector field is undefined at the origin, so I'm...
  43. S

    Optical path length change due to absorption

    Hey, so I am trying to figure out the optical path length change of an optical fiber due to absorption. I'll post what I have so far and let me know if I have done anything wrong or if you have suggestions. so the optical path length is L' = nL (L' is optical path length, n is refractive...
  44. T

    Pros and cons for a new career path

    Hi everyone. A little background on me. I'm just shy of my 42nd birthday with only about a semester of college courses under my belt, and that was just the starter classes thru the University of Phoenix. Way back in high school math and science were my favorite classes up until a bad experience...
  45. M

    The Classical Path, QM Path Integrals and Paths in Curved Spacetime

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  46. A

    Light takes the path of most time elapsed?

    Hi, I'm sorry if this is the wrong section. My Dad keeps telling me that light takes the path of most time elapsed between two points, and he remembers hearing this because it's counter intuitive. I'm a Physics undergrad myself but I can't see if and how there's any truth behind this. I've...
  47. T

    Showing NP-completeness of longest path problem

    Homework Statement Show that the following problem is NP-complete: Given: A directed graph ##G=(V,E)##, source and target nodes ##s,t\in V## and a parameter K. Goal: Determine whether there exists a simple ##s,t##-path in ##G## of length at least ##K##. The Attempt at a Solution I've...
  48. P

    Calculating the friction on a curved path

    Homework Statement A car drives on a straight path and from point A it enters a curved path. It stops at rest on point B of the curved path. The curved path has the radius R and the length is given by the angle theta. The entire path has friction. The velocity of the car is known at point...
  49. C

    Calculus of Variation - Shortest path on the surface of a sphere

    Refer to "2.jpg", it said that the shortest path on the surface of a sphere is Ay-Bx=z , which is a plane passing through the center of the sphere. I cannot really understand about this. Does it mean that the shortest path is a ring that connects two points with its center at the center of the...
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