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groups:mg:project_ptb-cavity:reflectiondip_respectively_impedance_of_the_cavity [2017/10/24 08:40] – created ssauer | groups:mg:project_ptb-cavity:reflectiondip_respectively_impedance_of_the_cavity [2017/10/24 12:16] (current) – ssauer | ||
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- | ====== Reflectiondip | + | ====== Reflectiondip |
==== Annahme: ==== | ==== Annahme: ==== | ||
Line 9: | Line 9: | ||
| Reflektion | | Reflektion | ||
| Diptiefe | | Diptiefe | ||
- | | | + | | Absorptions-Intensität |
- | | | + | | Einstrahl-Intensität |
+ | | Transmissions-Intensität (Peakhöhe) | ||
==== Werte: ==== | ==== Werte: ==== | ||
- | ^ Wert i | + | ^ Wert i |
- | | 1 | 18 | + | | 1 | 18 |
- | | 2 | 20 | + | | 2 | 20 |
- | | 3 | | + | | 3 | |
- | | 4 | | + | | 4 | |
- | ==== Berechnung: ==== | + | ==== Zusammenhänge: ==== |
- | $$ \;\text{Näherung: }\;\frac{1}{F_{i}} = S+k \cdot A_{i} $$ | + | $$ R = 1-T-A \;\text{Annahme: }\; R_{1}=R_{2}=R $$ |
- | $$ -> k \left( A_{1}-A_{2} \right) | + | $$ F = \pi \cdot \frac{\sqrt[4]{R_{1}\cdot R_{2}}}{1-\sqrt{R_{1}\cdot R_{2}}} -> F = \pi \cdot |
- | $$ -> k= 9,74 $$ | + | Diptiefe aus dem Meschede: $$D_{IP}= 1-\frac{I_{R}}{I_{ein}}=1-\left( |
+ | $$ I_{T}=\frac{4\cdot T_{1}\cdot | ||
- | $$ -> S = \frac{1}{F_{1}}-k\cdot A_{1} -> S=9,32\cdot 10^{-6}$$ | + | ==== Berechnung der Finesse, Diptiefe und <hi #ed1c24>...</ |
- | $$ \; | + | |
+ | T< | ||
+ | $$ D_{IP}=50\% $$ | ||
+ | $$ I_{T}=9\% $$ | ||
+ | $$ F=116.000 $$ | ||
+ | Ergebnis: Ist ok, aber nicht ideal! | ||
+ | |||
+ | ==== Berechnung der Absorbtion | ||
+ | Einsetzen von Finesse und T< | ||
+ | $$ A_{3}=12ppm $$ | ||
+ | $$ A_{4}=20ppm $$ | ||
+ | $$ D_{IP}=60\% $$ | ||
+ | $$ I_{T}=13\% $$ | ||