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 – 30.09.2017

   


           Raport de Activitate Etapa 4 (01.01.2017 – 29.09.2017)

 

    In cadrul ultimei etape au fost definitivate tehnologiile de depunere studiate in cadul proiectului in corelatie cu valorile cele mai inalte ale PDCL. Au fost validate experimental 4 tipuri de tehnologii de depunere pe baza testelor S-on-1 realizate pe seturi de probe fabricate in aceeasi sarja. In continuare sunt prezentate caracteristicile principale ale tehnologiilor de procesare componente optice cu PDCL inalt si bine definit (substraturi optice de tip BK7 si FS, acoperiri optice de tip AR si HR) dezvoltate si implementate in cadrul proiectului.

 

Tehnologii de procesare componente optice cu PDCL inalt si bine definit elaborate si implementate in cadrul  proiectului.

 

·    Tehnologie P3-RCL cu treapta de polisare fina de tip Ct1 pentru procesarea substraturilor de sticla optica tip BK7: densitatea de energie maxima per puls la pragul de distrugere, pentru probabilitate de distrugere de 0%, = 100 J/cm2 ± 12% la 1064 nm si 10 ns durata de puls; Rugozitatea suprafetelor active Rq ≈ 0.6 nm.

 Substrat tip BK7 (H-K9L) procesat in tehnologie P3-RCL: Imagine topografica AFM a unei arii scanate de 45 μm x 45 μm. Rugozitatea rms Rq ≈ 0.6 nm.

Caracteristica de distrugere S-on -1 extrapolata pentru un numar mare de pulsuri (108), substrat H-K9L procesat in tehnologie P3-RCL.

 

·    Tehnologie P3-RCL cu treapta de polisare fina de tip Ct3Ot4 pentru procesarea substraturilor de tip FS: = 52 J/cm2 ± 8%; Rugozitatea suprafetelor active Rq < 1.1 nm.

    Rezultatele de mai sus depasesc cerintele minimale mentionate de indicatorii de succes din Cererea de Finantare (CF) referitor la performanta DCL a substraturilor optice pregatite pentru depunere (“o valoare tipica de 30 J/cm2 pentru  BK7, si mai mult de 45 J/cm2 pentru FS, la lungimea de unda de 1064 nm, 20 ns durata de puls laser, frecventa de repetitie a pulsurilor de 10 Hz”). 

 

·      Tehnologie de depunere  pentru acoperiri AR1/ AR1 pe substrat tip BK7 procesat P3-RCL:  = 21.4 J/cm2  ± 9.3% la 1064 nm si 10 ns durata de puls; Rq ≈ 1nm.

. Caracteristica S-on-1 masurata pe o acoperire AR1 depusa pe substrat tip BK7 procesat P3-RCL. Parametrul extrapolat H0(108 )= 23.1 J/cm2.

 

 

ior 101

 

 Acoperire AR1 pe substrat tip BK7 procesat P3-RCL: 5 imagini topografice AFM pe arii de 45 μm x 45 μm. Valoarea mediata a coeficientului Rq =  0.98 nm.

 

 
  

 

 

 

·      Tehnologie de depunere  pentru acoperiri AR1/ AR1 pe substrat tip FS procesat P3-RCL:   = 21.9 J/cm2  ± 2.4% la 1064 nm si 10 ns durata de puls; Rq ≈1 nm.

 Caracteristica S-on-1 masurata pe o acoperire AR1 depusa pe substrat tip FS procesat P3-RCL. Parametrul extrapolat H0(108 )= 22.2 J/cm2.

 

 

 Acoperire AR1 pe substrat tip FS procesat P3-RCL: 5 imagini topografice AFM pe arii de 45 μm x 45 μm. Valoarea mediata a coeficientului Rq =  1.06 nm.

 

 

ior 107

 
 

 

 

 

   

 

·      Tehnologie de depunere  pentru acoperiri reflectante (HR) de banda larga (tip oglinda de argint):  =  1.6 J/cm2  ± 9.3% la 1064 nm si 10 ns durata de puls; Rq = 2.1 nm.

Acoperire HR pe substrat tip BK7 procesat P3-RCL: 5 imagini topografice AFM pe arii de 45 μm x 45 μm. Valoarea mediata a coeficientului Rq =  2.1 nm.

 

 

Caracteristica S-on-1 masurata pe o acoperire HR pe substrat tip BK7 procesat P3-RCL. Parametrul extrapolat H0(108) = 1.6 J/cm2.

 

 

ior 97

 
               

    

Caracteristicile PDCL obtinute cu acoperirile AR1 si HR sunt la nivelul cele mai inalte specificatii PDCL pentru acoperiri de acest tip furnizate de producatori  cunoscuti de optica pentru laseri de mare putere (CVI Laser Optics, SUA; Newport, SUA; Hoya Optics (SUA); Thorlabs, SUA; Altechna, Lituania Eksma Optics Lituania)

 

·      Tehnologie de depunere  pentru acoperiri AR2/ AR2 pe substrat tip FS procesat P3-RCL:  =  6.1 J/cm± 9 % la 1064 nm si 10 ns durata de puls; Rq ≈ 0.9 nm.

    Ameliorarea performantei DCL pentru acest tip de acoperire AR (care prezinta prezinta un coeficient de reflexie minim in domeniul spectral 400 nm – 1200 nm) duce la extinderea gamei de aplicatii in domeniul sistemelor/ echipamentelor laser de mica-medie putere (LIDAR, telemetrie, supravegherea perimetrelor, spectroscopie).

  

     Performantele DCL ale acoperirilor optice de tip AR si HR de mai sus depasesc cerintele minimale mentionate de indicatorul de succes din CF pentru  tehnologiile de depunere (”Obtinerea cel putin a unei tehnologii de depunere pentru acoperirile optice la 1060 nm - 1064 nm care sa duca la o gama reproductibila de valori ale PDCL, corespunzatoare cu cerintele pietei de componente optice pentru laseri de mare putere”).

 

Diseminarea rezultatelor proiectului

 

·      Cele mai importante rezultate obtinute in cadrul prezentului proiect sunt sintetizate pe pagina web a proiectului LIDOPTICS (link direct http://isotest.inflpr.ro/lidoptics.html).

·      Dr. Alexandru Zorila a prezentat lucrarea "Analysis of cumulative versus ISO-recommended calculation of damage probability using a database of real S-on-1 tests” la cea de a 48-a editie a Conferintei Internationale ″SPIE Laser Damage – Annual Symposium on Optical Materials for High-Power Lasers″,  Septembrie 2015, Boulder, Colorado, SUA (numita si ″Boulder Damage Symposium″), deoarece are loc anual in localitatea Boulder, Colorado, SUA, cea mai importanta conferinta in domeniul distrugerii laser si al materialelor optice pentru laseri de mare putere.

·       A fost publicata lucrarea: "Analysis of cumulative versus ISO-recommended calculation of damage probability using a database of real S-on-1 tests", Proc. SPIE 9632, 96321H (2015), autori A. Zorila, A. Stratan, I. Dumitrache, L. Rusen, G. Nemes.

·      A fost trimisa spre publicare lucrarea "Comparing the ISO-recommended and the cumulative data-reduction algorithms in S-on-1 laser damage test by a reverse approach method", Review of Scientific Instruments, RSI MS# A171114 / 13.06.2017, autori: A. Zorila, A. Stratan, G. Nemes.

Contact :

Director Proiect, Dr. Aurel Stratan

E-mail : aurel.stratan@inflpr.ro

Tel. : 021 457 45 62