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• Failed lens test

  SrBlonde • 04/22/2024 at 08:57 • 0 comments

  I bought this lens to see its effect and even though it appears in the product description x10. I have to move the lens too far away so that it covers the entire diameter. I have to try another one

  Lens x10 75mm

• Why a 2,5" round display?

  SrBlonde • 04/19/2024 at 05:44 • 0 comments

  I forgot to comment because I use a 2.5" screen and a lens. Basically for a universal reason. Money!

  Lens Link

  146€ 5"!!!!!!

• First concept sketch of the project

  SrBlonde • 04/18/2024 at 07:05 • 0 comments

• First concept sketch of the project

  SrBlonde • 04/18/2024 at 07:03 • 0 comments

• Round screen configuration

  SrBlonde • 04/18/2024 at 06:17 • 0 comments

  Before deciding to start the project. I was doing tests to be able to connect the round screen with the Raspberry through the GPIO.

  Use an original copy of retropie and the instructions to configure the screen on the following web page which in turn mentions a repository with the necessary drivers.

  Screen configuration
  

  Retropie download
  

• Link of lens

  SrBlonde • 04/18/2024 at 06:07 • 0 comments

  Lens 75mm X10

• Choose a lens

  SrBlonde • 04/17/2024 at 14:18 • 1 comment

  Placing a magnifying glass between the object and the eye allows the object to be brought closer to the eye, and the eye can focus on the virtual image formed, preferably at the clearest viewing distance. The regular magnification, M, is the ratio between the angle θ' subtended by the image and the angle θ subtended by the object.

  A magnifying glass is any positive lens with a focal length less than 250mm. The approximate magnification M provided by the lens is calculated by dividing its focal length by 250.

  Equation: M= θ'/θ =(250mm/f)

  M=250mm/25mm = x10

  Calculate of lens

  I want try with this product. X10 Diameter 75mm  with 2.5cm of  distance between the display & lens
  

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