Proiect LIDOPTICS

Autoritatea Contractanta : Ministerul Educatiei Nationale (MEN) - Unitatea Executiva pentru Finantarea Invatamantului Superior, a Cercetarii, Dezvoltarii si Inovarii (UEFISCDI)

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Programul : PARTENERIATE IN DOMENII PRIORITARE PN II

Domeniul. Materiale, procese si produse inovative

Cod Proiect:  PN-II-PT-PCCA-2013-4-0412

Titlul Proiectului: Cercetari privind corelatiile dintre caracteristicile fizice ale suprafetelor active ale componentelor optice si pragul lor de distrugere in fascicul laser intens

Contract de Finantare nr. 266/ 2014

Coordonator proiect: INFLPR – Laboratorul ISOTEST

Partener: SC IOR SA

Durata proiectului: 01.09.2014 – 31.12.2016

Raport de activitate nr. 1/ 30.11.2014

Rezultate preconizate

·         Evaluarea erorii relative in masurarea pragului de distrugere in camp laser (PDCL) prin teste preliminare efectuate pe seturi de probe de tip sticla optica BK7 si de tip cuart topit (FS).

·          Clasificarea materialelor optice de tip BK7 si FS utilizate in mod curent de catre IOR in functie de caracteristicile PDCL masurate prin Testul S-on-1.

 

Stadiul actual privind implementarea Etapei  de executie nr. 1/2014

 

·         Testele S-on-1 efectuate de INFLPR la lungimea de unda laser de 1064 nm pe probe de tip BK7 (fabricate in INFLPR) si de tip FS (achizitionate de la Eksma Optics, Lituania) au evidentiat o eroare relativa in masurarea PDCL cuprinsa in intervalul [8% ÷ 9.4%] pentru suprafete optice avand o rugozitate rms medie cuprinsa in gama [1.3 nm ÷ 2.6 nm].

 

·         IOR a definit 7 sorturi  de materiale optice tip BK7 si 2 sorturi  tip FS pe care le utilizeaza in mod curent pentru productia de componente optice, si a pregatit /caracterizat probe  de test din fiecare tip de material folosind o tehnica de fabricatie (polisare/ curatare) bine definita si documentata.

 

·      INFLPR a clasificat functie de rezistenta in camp laser cele 7 sorturi de materiale optice tip BK7 specificate la 1.3, pe baza testelor S-on-1 efectuate pe probele pregatite de IOR. 

Clasificarea celor doua sorturi de FS in functie de PDCL este planificata pentru luna decembrie a.c.

 

·       INFLPR a realizat un studiu experimental, pe probe de tip BK7 preparate de IOR, privind evaluarea impactului procedurii de curatare asupra PDCL. Experimente preliminare efecuate cu trei metode diferite de curatare au indicat ca solutia Tikopur TR3 poate indeparta eficient diferiti contaminanti remanenti pe suprafetele optice in urma procesului de polizare. In continuare, se urmareste ameliorarea procedurii de curatare cu Tikopur TR3 prin optimizarea parametrilor de proces (dilutia solutiei si durata procesului de curatare in baia de ultrasunete).

 

Bugetul Etapei  de executie nr. 1/2014:

Pentru INFLPR (CO), BP = 90 117 lei; Cof. = 0; Total 90 117 lei.

Pentru P1, BP = 22 529 lei; Cof. = 15 800 lei; Total = 38 329 lei. 

Total buget Etapa nr. 1 (CO + P1) = 128 446 lei.

 

 

Concluzii

Consideram ca sunt indeplinite in totalitate si in bune conditiuni activitatile de cercetare-dezvoltare din cadrul Etapei de executie nr. 1/2014 a proiectului LIDOPTICS, in conformitate cu Planul de Realizare si cu rezultatele preconizate ale acestei etape. Pana in prezent nu sunt de semnalat factori care ar putea intarzia derularea planificata a activitatilor proiectului.

 



Contact :

Director Proiect, Dr. Aurel Stratan

E-mail : aurel.stratan@inflpr.ro

Tel. : 021 457 45 62