Leandro Ebner 14740284 Exercise 1 Beschrifte die 11 offenen Felder des Plankschen Strahlungsspektrums. Welche wesentliche Besonderheit und Einschränkungen hat das Planksche Strahlungsspektrum? image Exercise 2 Um wie viel verringert sich nach dem Abstandsquadratgesetz, mit der Formel $I=\frac{P}{A}=\frac{P}{4\pi r^2}$, die Strahlungsintensität wenn sich der Abstand der Strahlungsquelle verdoppelt? Zeige es anhand der Formel.

Unit Step Function: $u(t-a)=\begin{cases} 1,&t>a\ 0,&t<a \end{cases}$ The constant $a$ shifts the unit function to the right. Somtimes $u(t)$ is also refered to as the function $\epsilon(t)$. Special property: $\int_{-\infty}^{\infty}u(t-a)x(t)dt=\int_{a}^{\infty}x(t)dt$

Kamlan 21mm f1.8 M43 S/N: M0601412 Sharpness Test at $\infty$ Meter xychart-beta title "Kamlan 21mm M43" x-axis Aperture [1.8, 2, 2.4, 2.8, 3.2, 4, 5.6, 8, 16] y-axis "Relative Sharpness" 7.2-->8.1 line [7.29, 7.32, 7.54, 7.74, 7.87, 7.87, 7.98, 8.06, 7.95] Sharpness Test at 0.5 Meter

Fourier Series

Introduction In the following, the process of developing and building a DUT environment will be illustrated. The intended usecase and underlying problem is based upon the comparison of commercial-grade hardware like Raspberry Pis and industrial computational plattforms. To make well-founded comparisons and assumptions about their key differences and their performce under different aspects, the following data shall be collected: Power consumption Overall system stability / system uptime Synthetic benchmark performance On top of that, the tests can be performed under the influence of being tested in an environmental chamber as well. Every DUT will be connected via additional hardware to a central Raspberry Pi, which controls the currently running tests and also logs the individual metrics that are being recorded. The data can also analyzed and processed simultaniously by the Raspberry Pi and accessed from a remote client. Additional hardware