We report on design rules for the passive air damping of laterally oscillating MOEMS [1]. They allow for a tailor made charac- teristic of the transfer function of a microsensor for a given field of application. Measurements in air at atmospheric pressure as well as in vacuum at a pressure of 10−4 to 10−1 mbar were accompanied by finite volume method computational fluid mechanics simulations using the open source software OpenFOAM®. These were combined with analytic models to identify and quantify the important parameters of the air damping of a micromachined vibration sensor with optical read-out. Our results prove that the desired damping can be achieved with high precision. This important fact can now be used to design a wide range of MOEMS with a well-defined quality factor Q, e.g. for resonant sensing (high Q, low frequency range) or vibration sensing (low Q, high frequency range)

Recently, dynamical mean-field-theory calculations have shown that kinks emerge in the real part of the self-energy of strongly correlated metals close to the Fermi level. This gives rise to a similar behavior in the quasiparticle dispersion relation as well as in the electronic specific heat. Since $f$-electron systems are even more strongly correlated than the hitherto studied $d$-electron systems, we apply the dynamical mean-field approach with the numerical renormalization group method as impurity solver to study whether there are kinks in the periodic Anderson model.

Many upcoming experiments in antimatter research require low-energy antiproton beams. With a kinetic energy in the order of 100 keV, the standard magnetic components to control and focus the beams become less effective. Therefore, electrostatic components are being developed and installed in transfer lines and storage rings. However, there is no equipment available to precisely map and check the electric field generated by these elements. Instead, one has to trust in simulations and, therefore, depend on tight fabrication tolerances. Here we present, for the first time, a noninvasive way to experimentally probe the electrostatic field in a 3D volume with a microsensor. Using the example of an electrostatic quadrupole focusing component, we find excellent agreement between a simulated and real field. Furthermore, it is shown that the spatial resolution of the probe is limited by the electric field curvature which is almost zero for the quadrupole. With a sensor resolution of $61\mathrm{V}/\mathrm{m}/\sqrt{\mathrm{Hz}}$, the field deviation due to a noncompliance with the tolerances can be resolved. We anticipate that this compact and practical field strength probe will be relevant also for other scientific and technological disciplines such as atmospheric electricity or safeguarding near power infrastructure.