2d Definition and 1000 Threads

2D to 3D video conversion (also called 2D to stereo 3D conversion and stereo conversion) is the process of transforming 2D ("flat") film to 3D form, which in almost all cases is stereo, so it is the process of creating imagery for each eye from one 2D image.

View More On Wikipedia.org
  1. P

    Need help initialising a 2D array

    Hello everyone, I have a newbie Matlab question. I need to set up a 2D array 'phi' whose gradient is an identity mapping in terms of the spatial coordinate. So, basically I have a 2D image and what I want to do is set up phi at each pixel (x, y) as follows: phi(x, y) = 0.5 * (x^2 +...
  2. J

    2D Vector Kinematics Problem (projectile)

    Homework Statement A person kicks a ball h of 2.0 m above the floor. If the ball flies at some angle and lands 1.2 s later at horiz d of 6.5 m from its orig. place, calc. the orig. horiz and vert. comp.s of the ball's v. Calc. the final components of the ball's v. (Assume the ball has no horiz...
  3. S

    2d potential problem for a region bounded by 4 planes

    Homework Statement Consider a 2d potential problem for a region bound by 4 planes x=-1/2 x=1/2 y=0 y=1 There are no charges inside the bounded region. The boundaries at y=0 and y=1 are held at zero potential. The potential at the boundaries x=-1/2 and x=1/2 is given by...
  4. M

    Drawing a Velocity/Position-Time graph from 2D kinematics.

    Homework Statement Hi, I'm having trouble conceptualizing how to draw a Velocity(Or position)-Time Graph where more than One dimension is covered. We haven't really covered this in class, but its giving me trouble. The concept is: Acceleration is negative when changing direction(This was...
  5. I

    Probability of Hitting Vertical vs Horizontal Lines in 2D Grid

    Hi, I have a problem (1) where I need to compute the ratio of probabilities of hitting and stopping at a positive vertical barrier x vs hitting and stopping at a negative horizontal barrier y after starting from (0,0). I feel that by symmetry, the answer to this would be the same as...
  6. M

    Can a function on 2D be piecewise continuous?

    I have a definition that a piecewise continuous function is one which is continuous on all but a finite number of points. I believe a step function would be a good example. However in 2D space, an equivalent function to the step function (eg, for x>0, y>0, f(x,y) = 1 else f(x,y) = 0) does not...
  7. T

    Can S2 Solve the Diffusion Equation in 2D?

    Show that S2 = S(x,t)S(y,t) solves St = k (Sxx + Syy) well St = St(x,t)S(y,t) + S(x,t)St(y,t) Sxx = Sxx(x,t)S(y,t) Syy=Syy(y,t)S(x,t) but what do i do from there?
  8. W

    Why must stream function be 2d?

    Hi Folks, I think this is the best place to post this, as I see a couple of other fluid questions in here. For some reason, everyone always defines stream function as only applying to 2D flow. The total flow is represented by \vec{U}, where \vec{U} is a 3 dimensional vector with components...
  9. M

    Finding Position of Object with Initial Velocity and Constant Acceleration

    Homework Statement An object, which is @ origin @ t=0, has an initial velocity vo=(-14i-7j)m/s and constant acceleration a=(6i+3j)m/s2 Find position of the object when it comes to rest. Homework Equations The Attempt at a Solution So i understand how to solve this problem if...
  10. B

    A 2D Kinematics Question and Relative Velocity Question

    Question 1: A catapult on a cliff launches a large round rock towards a ship on the ocean below. The rock leaves the catapult from a height H of 32.0 m above sea level, directed at an angle above the horizontal with an unknown speed v0. The projectile remains in flight for 6.00 seconds and...
  11. M

    Finding V for a 2D box using separation of variables.

    Homework Statement We have a 2-dimensional box with only one side at a potential V0. The other 3 sides are grounded. The box is a square with top and bottom at y=a/2 and –a/2 and sides at x=±a/2. Find V(x,y) (it should contain cos and sinh). Homework Equations The Attempt at a...
  12. M

    How can I solve a 2D motion problem with angles and components?

    Homework Statement In class we had a 2D with angles and components question. Homework Equations To find the answer I eventually got to the x=xo[SUB]+v[SUB]ot+1/2at2 equation and came up with ***-4.9(28/37cosx)2+28tanx-3*** The Attempt at a Solution But once I got to this point I...
  13. D

    Temporal evolution of the distribution of identical particles in 2D space

    Hi there: I have a somewhat strange/vague question and hoped that someone here could point me in the right direction to find a solution. I have a system comprising of a number of identical particles (i.e., I can't differentiate between them) in 2-D space. I have numerous observations of...
  14. M

    Can a Baseball Hit at 26 Degrees Clear a 3.8m Fence 120m Away?

    QUESTION: A baseball is hit 1.2 meters above the ground, at an angle of 26 degrees, with an initial speed of 80 m/s. a. Will it clear a 3.8m fence 120m away from the home-run? MY PROCESS(But not positive I am doing it correctly) KNOWN Vx= 80cos26=71.9 m/s Vy= 80sin26=35.07 m/s So I did...
  15. T

    Solving 2D Harmonic Motion Homework

    Homework Statement A particle undergoes simple harmonic motion in both the x and y directions simultaneously. Its x and y coordinates are given by x=asin(wt) y=bcos(wt) a. Eliminate t from these equations to show that the path of the particle in the x-y plane is an ellipse. b. Calculate...
  16. W

    Kinematics 2D Projectile Launched at an Angle PROBLEM

    Homework Statement A player kicks a football from ground level with an initial velocity of 27.0 m/s, 30.0° above the horizontal, as shown below. Find the ball's hang time, range, and maximum height. Assume air resistance is negligible. Homework Equations These are the equations that I...
  17. P

    How Can I Solve This 2D Kinematics Problem?

    Homework Statement A moderate wind accelerates a pebble over a horizontal xy plane with a constant acceleration = (4.60 m/s2) + (7.00 m/s2). At time t = 0, the velocity is (4.4 m/s). What are magnitude and angle of its velocity when it has been displaced by 11.5 m parallel to the x axis...
  18. W

    What Are the Equations for Projectile Motion?

    Homework Statement A firefighter, 50.0 m away from a burning building, directs a stream of water from a fire hose at an angle of 40.0° above the horizontal, as in figure. If the speed of the stream is 30.0 m/s, at what height will the stream of water strike the building? Homework...
  19. F

    Projectile motion(kinematics in 2d) question

    Homework Statement A skateboarder shoots off a ramp with a velocity of 5.1 m/s, directed at an angle of 58° above the horizontal. The end of the ramp is 1.4 m above the ground. Let the x-axis be parallel to the ground, the +y direction be vertically upward, and take as the origin the point...
  20. T

    Projectile Motion on a Hemispherical Rock: Finding the Minimum Initial Speed

    Homework Statement A person standing on top of a hemispherical rock (a dome rock) of Radius R kicks a ball (initially at rest on top of the rock) to give it horizontal velocity Vx A. What must be it's minimum initial speed if the ball is never to hit the rock after it's been kicked? B...
  21. Somefantastik

    How Do You Apply Green's Formula with a Scaled Dimension?

    for \Delta w = \frac{ \partial^{2} w }{x_{1}^{2}} + \frac{ \partial^{2} w }{x_{2}^{2}} and \nabla = \left(\frac{\partial}{\partial x_{1}},\frac{\partial}{\partial x_{2}}\right) \int_{\Omega} \nabla v \nabla w d \Omega = \int_{\Gamma} v \frac{\partial w}{\partial n} d \Gamma -...
  22. N

    What Does the Constant Quantity x(dy/dt) - y(dx/dt) Represent in 2D SHM?

    Homework Statement A particle undergoes simple harmonic motion in both the x and y directions simultaneously. Its x and y coordinates are given by: x=asin(wt) y=bcos(wt) . Show that the quantity x(dy/dt) - y(dx/dt) is constant around ellipse, and what is the physical meaning of this quantity...
  23. marcus

    Conrady's animation visualizes chaos cooling and 2D space crystalizing out

    MTd2 spotted this interesting paper by Florian Conrady (Perimeter postdoc). To go with this paper the author has provided two animations to watch: http://www.florianconrady.com/simulations.html The second one of these two simulations ("Model with 2D interactions") shows the crystalization of...
  24. V

    Projectile Motion- 2D Kinematics

    Homework Statement A mortar elevated to 60 degrees scores a hit 15 m up a building 30 m away. With what speed was the shell fired? I know I have to find the launch velocity, or VL. Here is a quick sketch i did: Homework Equations s= vot + 1/2at2 v = s/t The Attempt at a...
  25. B

    2D Kinematics with multiple unknown variables.

    Homework Statement An arrow is shot with an initial velocity, V0, at an angle, \Theta, with respect to the horizontal. It reaches a maximum height of 2m above the launch point before hitting its target. The target is 15m horizontally, and 1m below the launch point. Find the time in the air...
  26. B

    Calculating Initial Speed from 2D Kinematics Problem

    Homework Statement A stone thrown horizontally from a height of 6.02m hits the ground at a distance of 13.90m. Calculate the initial speed of the stone. Neglect air resistance. Homework Equations 1. v = v0 + at 2. x = x0 + (1/2)(v0+v)t 3. x = x0 + v0t + (1/2)at^2 4. v^2 = v0^2 +...
  27. T

    Acceleration perpendicular to velocity in 2D

    If the magnitude of acceleration is constant, and acceleration is perpendicular to velocity, is speed constant? Also, is speed not constant when the magnitude of acceleration is not constant? How would I show this? I tried to do this: If position is p(t)=(x(t),y(t)), then velocity is...
  28. T

    Mathematica Mathematica- Rotating a 2D plot into a 3D plot

    I have a plot of radius and temperature. I want to plot it in 3D by rotating it about the origin to produce a 3D plot. I can not figure out how to do this in Mathematica without doing it by hand and then plugging it into the Plot3D function. Any advice would be greatly appreciated. The...
  29. J

    Simulating the flow around a 2D airfoil

    I would like to simulate the flow around a 2D airfoil up to M=0.9. Could you please recommend me some bibliography?
  30. C

    2D collision response with friction

    I'm writing a little 2D physics engine. The collision response is calculated by working out the impulse (and so, change in momentum) on each object, and takes into account the objects' velocities, angular velocities, and the fact that the collision normal may be in a different direction to the...
  31. S

    Codes for constructing matrix of Hamiltonion of 2D square Tight-bonding model

    Hello, Does anyone know how to write codes for constructing the matrix of Hamiltonion of 2D square Tight-bonding model. Then diagonalize it. Any language is OK. (Fortran is best)
  32. mccoy1

    Exploring Electron Transitions - Why 2p and 2d Lines?

    Hi guys, I don't know if this question has been asked before, but I searched the forum but didn't get answer to my question. I was looking at the transition when a core electron is knocked off by energy and that an upper level electron replaces it and x ray is released. Question, why are there...
  33. E

    Determine acceleration of a 2D shape when pushed from any point in its area

    I'm designing a user interface for the web, and it has a physics component. I'm no physicist, but I've got some way towards specifying the problem. Hopefully, someone can help me fully understand it. Here's the scenario. A piece of paper is on the table at a specific location and rotation...
  34. D

    Exploring 2D Motion of Objects: Projectile Motion and Its Variations

    I was just wondering is there any major difference between the projectile motion of a 2D object vs the projectile motion of a 1D object or just a point. For example in a 2D world if someone just threw a square, would the calculation of the trajectory be a lot more complicated then calculating a...
  35. K

    Find Number of Permutations of 2D Numbers Constrained by Sum n

    ok this seems like a predominantly maths problem but i need it for a little project of mine related to classical dynamics. So i have 2d numbers Xk, which are constrained by the relation that their sum is n. what i need to find out is the number of possible permutations of the 2d numbers (Xk)...
  36. S

    Plot some 2d graphs in a 3d fashion

    Hi, How can I plot some 2d graphs in a 3d fashion like the following picture using excel or matlab? Any idea is appreciated.
  37. L

    Path Equation for 2D weakly-anisotropic harmonic oscillator

    Homework Statement \omega_{x} = \omega \omega_{y} = \omega + \epsilon where 0 < \epsilon<<\omega Question: Find the path equation. Homework Equations I started with the 2D equations: x(t) = A_{x}cos(\omega_{x}t + \phi_{x}) y(t) = A_{y}cos(\omega_{y}t + \phi_{y}) The Attempt at a Solution...
  38. A

    MATLAB How Can I Plot Multiple Vectors Starting at the Same Point in Matlab?

    Hi... I have four vectors that I need together in one plot and also they should start at (2,2) Vector A is a=[5 0] B is b=[0 2] I obtained unit vector and I need something similar to http://www.scribd.com/doc/13353344/Fundamentals-of-Electromagnetics at page nine I know the...
  39. J

    How Can 2D Plane Coordinates Be Transformed into 3D Coordinates?

    hi, so this is actually for a program I'm writing, but it's definitely more of a math question than a programming question. basically, i have an object that gets detected by a webcam attached to a computer. the object is just a piece of paper with a pattern on it, so it is, for the purpose of...
  40. P

    1st and 2d order phase transitions

    What's the difference between first and second order phase transitions. Could anyone give me some simple examples of both? Thanks.
  41. J

    Mathematica Plotting 2D Graph in Mathematica: y>=340 & y<340

    If someone could supply the code to plot this graph in Mathematica would be awesome. Would also be best if it checked the y's at units of t {0,1,2,3...,inf} y >= 340 Plot[100 (t) - 340 (t/2), {t, 0, 20}] y< 340 Plot[100 (t) - 115 (t/2) , {t, 0, 20}]
  42. J

    2d temperature in a plate using Matrix Inversion and MATLAB

    Hi, I think i should have posted here instead of where I posted before. I don't know how I missed the homework help section... anyway Well, I'm required to solve this heat transfer problem. T1 is 25c and q'' is 100w/m2 Ok, so I can get it to do it in 1 dimension and my numbers...
  43. M

    2D surfaces in the third dimension?

    Hello, I just need to know whether or not surfaces with zero size in the third dimension, 6x8x0, is considered two-dimensional. The surface is there all the time. It has a location in the third dimension, so wouldn't it be a 3D object? I am not sure whether I should call a flat surface (as...
  44. A

    2D Heat Conduction - MATLAB help

    Hi all, I am working on the problem below, and I wrote the code, but it's not working. Can anyone help me out? And even any ideas on how to improve the code to make it more succinct? http://i25.tinypic.com/2v0zi8m.jpg Basically, it is a 2D conduction problem with convection heat...
  45. kini.Amith

    Exploring the Dimensions of Curve S: 1D or 2D?

    Is a curve (Say 'S') 1d or 2d? I ask this question because for so long i was under the impression that it was 2d, since we need a 2d cartesian plane to draw and describe a curve. But then i read in a popular book that it was 1D, which is hard to believe. so which is it?
  46. B

    Finding Coefficient of Restitution for 2D Collision

    Linear momentum 2d collision Homework Statement Two particles A and B of mass m and 3m respectively, A collides with B. Find the coefficient of restitution e if \textbf{v}_{A} is purely in the \textbf{j}-direction. Velocity of each particle before collision. \dot{\textbf{r}}_{A}=9...
  47. N

    Property lines on the 2d projections

    Hi there...I need ur help on these questions: 1) Can H2O exist as a vapor at -40oc,As a liquid? Why? 2) What would be the general nature of Constant volume lines on Phase (P-T) diagram? Both questions are from Engg. Thermodynamics-Moran,Shaprio(Things engg. think abt section) Also, does anyone...
  48. M

    2D Finite Element Transient Heat Problem

    Hi everyone, I'm currently working on coding a finite element heat problem in Matlab that is as follows: I have a cross section of a beam made of an isotropic material (concrete) that is placed in a furnace, and the outside temperature is raised at a constant rate. I am interested in...
  49. U

    Special relativity: 2d metric components

    An SR question again, exam on monday. Homework Statement I'm given a 2D metric as: ds^{2}=x^{2}dx^{2}+2dxdy-dy^{2} I have to first find the contravariant and covariant components of the metric, or g_{ab} and g^{ab} Homework Equations General expression of a metric tensor...
  50. M

    Inverse kinematics for object trajectory in 2D (control theory?)

    Drone - grey, Asteroid - brown. The goal is to steer the drone into the asteroid. The force acting upon the drone ("thrust") for movement can be in any direction, varies in magnitude, and can be applied at any discrete point in time. The drone's future location is deterministic. I'm confused...
Back
Top