Some Synchro Monsters require a specific Tuner monster (like "Junk Warrior" and the other "Junk" Synchro Monsters that require "Junk Synchron" as a Tuner). Others require a tuner of a specific Type, Attribute, or archetype (like "Blackwing" Synchro Monsters requiring a "Blackwing" Tuner).

One of the fundamental requirements of such 5G devices is to maximize their performance by optimizing power and/or efficiency of the contained amplifiers and transistors. This is done by measuring the performance characteristics of the device under test at different impedances that are systematically changed using load-pull tuners.


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The tuning range is affected by the measurement path which traditionally included a big tuner, a coupler, a cable and a probe (Figure 2). These components will always increase insertion loss which reduces and/or shifts the tuning range to a certain area of the Smith chart, especially at higher frequencies. The use of flexible cables can additionally cause impedance shifts.

Another key benefit of the DELTA tuner setups is the shortened electrical delay resulting in reduced impedance skew for modulated signals, making wideband modulated load pull possible with passive tuners.

Velox Software Fence

Additional software fences in the Velox probe station control software avoid a collision between the tuners and the microscope objective by defining a limit of how much the microscope can be moved. Coaxial Calibration with Highest Phase Stability With any tuner system, on-wafer calibration down to the probe tips is needed. Additionally, the end of the cable of the Keysight N5291A frequency extender needs to be calibrated to the input of the tuner. This coaxial calibration characterizes the insertion loss of the tuner in different locations around the Smith chart.

Given we have the Web Audio API and getUserMedia, I wondered if I could make a passable guitar tuner. Looks like I can, and in the process I learned way more stuff about audio than I care to mention. Cool stuff, though! I thought I'd do a breakdown of what went into building it.

We report terahertz (THz) light-induced second harmonic generation, in superconductors with inversion symmetry that forbid even-order nonlinearities. The THz second harmonic emission vanishes above the superconductor critical temperature and arises from precession of twisted Anderson pseudospins at a multicycle, THz driving frequency that is not allowed by equilibrium symmetry. We explain the microscopic physics by a dynamical symmetry breaking principle at sub-THz-cycle by using quantum kinetic modeling of the interplay between strong THz-lightwave nonlinearity and pulse propagation. The resulting nonzero integrated pulse area inside the superconductor leads to light-induced nonlinear supercurrents due to subcycle Cooper pair acceleration, in contrast to dc-biased superconductors, which can be controlled by the band structure and THz driving field below the superconducting gap.

Gauge-invariant quantum kinetic simulation of dynamical symmetry breaking and nonlinear supercurrent photogeneration by THz lightwave propagation and interference effects. (a) Dynamics of THz-light-induced nonlinear supercurrent J(t), calculated without (black line) and with propagation effects (red line), together with the representative 0.5 THz pump oscillating electric field used in the calculations (shaded area). (b) Calculated THz SHG for various E-field strengths. (c),(e) Calculated nonlinear spectra over a range of frequencies, in linear and semilogarithmic scale; the linear and THG peaks are indicated by vertical solid lines, while SHG is denoted by vertical dashed line. (d) Calculated nonperturbative THz SHG at 1 THz as a function of the square of the E-field strength normalized by Equench at which the SC order parameter, asymptotically reached, becomes completely quenched (inset). Note there are still SC coherences left at Equench since a part of the Fermi surface remains gapped, different from temperature tuning above Tc in Fig. 3. (f) Fluence dependence of the zero-frequency component of the transmitted nonlinear E field for three different electron hopping strengths t1 that characterize the flatness of the electronic bands. Inset: DOS for the different t1 used.

With the software RP Fiber Power one can simulate the tuning behavior of a broadband laser, taking into account ASE, limitations of bandpass filters, etc. Use that to find out the requirements on the laser tuner, for example.

A novel time-gated digital optical frequency domain reflectometry (TGD-OFDR) technique with high spatial resolution over long measurement range is proposed and experimentally demonstrated. To solve the contradictory between the tuning rate of lightwave frequency, which determines the spatial resolution, and the measurable distance range in traditional OFDR, our proposed scheme sweeps the frequency of probe beam only within a time window, while the local reference remains a frequency-stable continuous lightwave. The frequency-to-distance mapping is digitally realized with equivalent references in data domain. In demonstrational experiments, a 1.6-m spatial resolution is obtained over an entire 110-km long fiber link, proving that the phase noises of the laser source as well as environmental perturbations are well suppressed. Meanwhile, the dynamic range was 26 dB with an average of only 373 measurements. The proposed reflectometry provides a simple-structure and high-performance solution for the applications where both high spatial resolution and long distance range are required.

The need of high speed networks, for applications incorporating high performance distributed computing, multimedia communication and real time network services, has provided the impetus for the study of optical networks. Wavelength Division Multiplexing (WDM) has been used widely for studying the throughput performance of optical networks. We studied WDM lightwave networks with tunable transceivers including designs for lightwave networks with limited tuning ranges for transceivers. 2351a5e196

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