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Lecture 17: Lenses and ray tracing - Physics

    https://physicscourses.colorado.edu/phys1230/phys1230_fa18/lectures/Lecture17_Lenses_and_Ray_Tracing_fa18.pdf
    1) A ray parallel to the axis is deflected through the focus on the other side 2) A ray through the center of the lens continues undeviated 3) A ray coming from the focus on one side goes out parallel to the axis on the other F F’ 1 2 3 3 foci} focal length Thin …

Ray Tracing Visualization Applet - University of Washington

    https://courses.cs.washington.edu/courses/cse457/01sp/applets/raytrace/index.html
    Description. This scene demonstrates many of the effects that raytracing can produce. The checkerboard is made of blocks and holes, so you can see rays terminate when they hit something. The near ball is transparent, and you can see the ray bend as it enters and leaves the object. The far ball is reflective; watch the rays bounce off of it.

JOptics - Universitat de Barcelona

    http://www.ub.edu/javaoptics/docs_applets/Doc_RayEn.html
    Ray tracing. This applet shows the behavior of optical systems, such as lenses, projectors, telescopes, etc. It includes the calculation of their characteristics (cardinal elements) and image formation, either by using paraxial optical approximation or by exact calculation. In the latter case you can see and analyze the system's optical ...

Operation of a thin lens - Stanford University

    https://graphics.stanford.edu/courses/cs178/applets/thinlens.html
    This procedure, now called Gaussian ray tracing or Gauss's ray diagram, is implemented in the applet above. At the center of the applet is a thin lens. It is conventional to place the scene to the left of the lens in a ray diagram and the image to the right. Formally, we call these regions object space and image space , respectively.

Prof. Alexander N. Cartwright: Java Applets: Ray Tracing: …

    http://www.ee.buffalo.edu/faculty/cartwright/java_applets/ray/MultiLensSys/index.html
    Ray Tracing: Multiple Lens System. Java Version: Originally Developed by: Pratibha Gopalam. Applet Tutorial

Thin Lens Ray Tracing Program - Lock Haven University

    https://www.lockhaven.edu/~dsimanek/scenario/raytrace.htm
    Thin Lens Ray Tracing. An instructional physics program by Donald E. Simanek. Introductory physics textbooks introduce the subject of lenses and mirrors by use of a geometric process called "ray tracing". This method is an exact geometric interpretation of the simple-lens formula 1/p + 1/q = 1/f, where p and q are the object and image distance ...

Prof. Alexander N. Cartwright: Java Applets - University at …

    http://www.ee.buffalo.edu/faculty/cartwright/java_applets/ray/SingleLens/index.html
    Ray Tracing: Single Lens . This applet is a very simple flash animation showing a single lens and object interaction:

Operation of a thin lens - Google Search

    https://sites.google.com/site/marclevoylectures/applets/operation-of-a-thin-lens
    This procedure, now called Gaussian ray tracing or Gauss's ray diagram, is implemented in the applet above. At the center of the applet is a thin lens. It is conventional to place the scene to the left of the lens in a ray diagram and the image to the right. Formally, we call these regions object space and image space, respectively. To see ...

11B Lab 6: Ray Optics - Harvard University

    http://ipl.physics.harvard.edu/wp-uploads/2013/05/Optics-Lab.pdf
    Take a moment to play with the following ray tracing applet: Ray Tracing Applet A.) Place the lens on the table next to a two meter stick. Move the illuminated object to a distance away from the lens (do = object distance). Use a screen to find the image that the lens creates (di = image distance). Note that there is a minimum distance that the ...

Ray Optics Simulation - Home - GitHub Pages

    https://ricktu288.github.io/ray-optics/
    Simulate the rays and images seen from some position. The blue circle is the observer. Any rays crossing it are considered to be "observed". The observer does not know where the rays actually begin, but may think they begin at some point (s) if they intersect there. The rays are shown in blue, and the point (s) in orange.

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