These experiments revealed that the lens could image the cell's interior components with resolution similar to conventional SRS microscopes, but in a much more convenient and less expensive format.

If you want to take pictures of tiny things close up, you need a macro lens. Or a microscope. [Nicholas Sherlock] thought “Why not both?” He designed a 3D-printed microscope lens adapter that you can ...

I built a 3D printed, scanning laser confocal microscope so I could collect 3D surface topology and profilometry data! The ...

It’s relatively easy to understand how optical microscopes work at low magnifications: one lens magnifies an image, the next magnifies the already-magnified image, and so on until it reaches the eye ...

A team led by Raju Tomer, professor of biological sciences at Columbia University, has created a new design for microscopes ...

The Micro Phone Lens can turn any smartphone or tablet computer into a hand-held microscope. The soft, pliable lens sticks to a device's camera without any adhesive or glue and makes it possible to ...

Those of you who have suffered through my writing before will know that I have a thing for imaging. A paper that offered experimental results on a new super-resolution technique was like offering me ...

Zooming in: image of mouse embryo. (Courtesy: Gail McConnell/University of Strathclyde) A new microscope lens that offers the unique combination of a large field of view with high resolution has been ...

Engineers are developing their FlatScope as a fluorescent microscope able to capture three-dimensional data and produce images from anywhere within the field. Lenses are no longer necessary for some ...

The conventional microscope has discrete magnification and slow response time in zoom process, which is difficult to capture the dynamic activity of the live specimen. We demonstrate an adaptive ...

We discuss unique features of lens-free computational imaging tools and report some of their emerging results for wide-field on-chip microscopy, such as the achievement of a numerical aperture (NA) of ...

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