|
Laboratory Name
|
Optic And Laser Laboratory
|
|
Laboratory Responsible
|
Prof. Dr. F. Necati ECEVİT
|
|
Department
|
Physics
|
|
Telephone
|
(262) 605 1325
|
|
Address
|
Gebze Yüksek Teknoloji Enstitüsü
Çayırova Kampüsü L/108 41400 Gebze/Kocaeli
|
|
General Information
|
Optic and Laser Laboratory focuses on hologram recording techniques, recording materials, digital and computer generated hologram.
Generation of fast and real-time holographic images and development of holographic printers have been studied by improving CPU-GPU based parallel softwares.
Development and design of the optical devices for measurement of the deformation of sensitive surfaces needed by the industry using digital holographic interferometry applications.
|
|
Laboratory Staff
|
Resc.Assist. Duygu Önal Tayyar (PhD)
Zeynep Gökçe Erdoğan (MS)
|
|
Applications
|
• Holography
• Digital Holography
• Computer Generated Holography
• Optical reconstruction of 3-dimensional objects.
• Interferomery
|
|
Equipment
|
• He-Ne Laser
• Spatial Light Modulator (HOLOEYE 1080-P)
• Monochromator (TRIAX 550)
• Lenses, mirrors, opto-mechanic parts, spatial filter, etc.
|
|
Projects
|
“ Design of Diffractive Optical Element using Digital Holography Techniques and Spatial Light Modulator” Tubitak, 2008-2010.
The design of a difractive optic element (DOE) which will provide a diffracted target optical field distribution by only changing the phase of optic field distribution sheding on it is achieved; the phase of the DOE structure is calculated with computer genereted hologram (CGH) technique called as 3- dimensional (3D) Gerchberg-Saxton (GS) algorithm. The targeted field distribution is obtained both optically (by means of spatial light modulator, SLM) and numerically by using this calculated phase.
A digital amplitude hologram of a 3D diffuse object is recorded on to CCD using a Fourier holography setup. The 3D object field is reconstructed both numerically and optically using the phase only information of this digital hologram that is calculated with Continuous Wavelet Transform (CWT) and Stockwell Transform (ST) algorithms
|
