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== Fluence definition ==  
== Fluence definition ==  


The fluence produces by a laser is, by definition, the energy delivered by a laser pulse (<math>E_{pulse}</math>) per surface unit (<math>S</math>) and it is given in J/cm2.  
The fluence produces by a laser is, by definition, the energy delivered by a laser pulse (<math>E_{pulse}</math>) per surface unit (<math>A</math>) and it is given in J/cm2.  




The function <math>E_{pulse}</math> is defined as :
The function <math>E_{pulse}</math> is defined as:




: <math>E_{pulse} = \frac{\overline{P}}{f}\,</math>
: <math>E_{pulse} = \frac{\overline{P}}{f}\,</math>


Where <math>\overline{P}</math> (average power) and is measured with the laser sensor power measurement (see [http://labmanager.danchip.dtu.dk/d4Show.php?id=2885&mach=309|laser manual],section 5.3) and the repetion rate (<math>f</math>) is set in the parameter file under " laser frequency".
Where <math>\overline{P}</math> (average power) is measured with the laser sensor power measurement (see [http://labmanager.danchip.dtu.dk/d4Show.php?id=2885&mach=309|laser manual],section 5.3) and the repetion rate (<math>f</math>) is set in the parameter file under " laser frequency".


The fluence is therefore determinate as such :  
The fluence is therefore determinated as such:  




: <math>Fluence = \frac{E_{pulse}}{S}\,</math>
: <math>Fluence = \frac{E_{pulse}}{A}\,</math>


The theoretical spot sizes (<math>S</math>) can be found [[Specific Process Knowledge/Back-end processing/Laser Micromachining Tool/Spot size and optics|here]]
The area (<math>A</math>) can be determinate with the theoretical min spot diameter (1/e2), available [[Specific Process Knowledge/Back-end processing/Laser Micromachining Tool/Spot size and optics|here]]


== Fluence results measurement==
== Fluence results measurement==


The results below have been calculated with the theoretical [[Specific Process Knowledge/Back-end processing/Laser Micromachining Tool/Spot size and optics|spot size]] provided by 3D Micromac.
{| border="1" cellspacing="2" cellpadding="2"
![[image:161214_FluenceVSrepRate_1064nm_255mm.jpg|500x500px|thumb|center|Fluence result for IR wavelength (1064nm, F255mm)]]
![[image:161214_FluenceVSrepRate_532nm_255mm.jpg|500x500px|thumb|center|Fluence result for green wavelength (532nm, F255mm)]]
![[image:161214_FluenceVSrepRate_355nm_103mm.jpg|500x500px|thumb|center|Fluence result for UV wavelength (355nm, F103mm)]]
|}
{| border="1" cellspacing="2" cellpadding="2"  
{| border="1" cellspacing="2" cellpadding="2"  
![[image:140414_FluenceVSrepRate_1064nm_255mm_v1.jpg|500x500px|thumb|center|Fluence result for IR wavelength (1064nm, F255mm)]]
![[image:060815_FluenceVSrepRate_355nm_255mm.jpg|500x500px|thumb|center|Fluence result for UV wavelength (355nm, F255mm)]]
![[image:140414_FluenceVSrepRate_532nm_255mm_v1.jpg|500x500px|thumb|center|Fluence result for green wavelength (532nm, F255mm)]]
![[image:140618_FluenceVSrepRate_1064nm_IPG.jpg|500x500px|thumb|center|Fluence result for IR wavelength (IPG 1064nm, F255mm). The fluence at 100% and 10kHz must be expected around 25J/cm2]]
![[image:140526_FluenceVSrepRate_355nm_255mm_v3.jpg|500x500px|thumb|center|Fluence result for UV wavelength (532nm, F255mm)]]
|}
|}