Following my retirement, we have closed our company for new business.

Please do not hesitate to contact me directly, our email portal remains open and I would be delighted to hear from you and provide ongoing support or advice.

Richard Thomson

support@rta-instruments.com

Companies represented up to the end of December 2023. Please now contact them directly.

k-Space Associates, Inc.
Phone: +1 (734) 426-7977
requestinfo@k-space.com
https://www.k-space.com

STAIB INSTRUMENTS GmbH
Phone: +49 8761 76 24 0
sales@staibinstruments.com
https://www.staibinstruments.com/

Monday, 14 March 2016

It's Pi Day!

Here are 3.14 facts about pi

Carrier characterisation

To provide quantitative, repeatable MOCVD carrier characterization, k-Space Associates Inc. have developed the kSA Emissometer. This ex situ tool scans the entire carrier and measures the diffuse reflectance, specular reflectance and emissivity at each point, providing a visual and quantitative map of the entire carrier. To better understand the power of the kSA Emissometer and the correlation between ex situ carrier emissivity and in situ carrier temperature click here.

Friday, 11 March 2016

In Brief

The EU’s Photonics Public Private Partnership has launched three manufacturing pilot lines to help small businesses take photonics technologies from lab to market. They will focus on health applications, flexible organic light-emitting diodes and sensors for the detection of chemicals in gas and liquids Professor Colin Whitehouse has been appointed as Chair of the Cardiff based Compound Semiconductor Centre. 2D tin monoxide layers deposited on sapphire substrates by pulsed laser deposition have shown p-type conduction. More than 18,300 people applied to join NASA’s 2017 astronaut class. The 18-month process will end with the selection of 8-14 individuals going on for the opportunity to become astronaut candidates.

Wednesday, 9 March 2016

The sound of Mochizuki

Brilliant, ground-breaking, incorrect or incomprehensible? The 2012 proposed solution of the ABC Conjecture by Shinichi Mochizuki is still leaving the mathematics community flummoxed. For some bizarre reasons the complexity of his arguments seem incapable (or unwillingly) of being broken down into simpler digestible elements and those few people who claim to understand are strangely unable to explain it to anyone else. So how do you solve a problem like Inter-universal Teichmuller Theory?