Jake Taylor
3.5K posts

Jake Taylor
@quantum_jake
Exploring the science and policy of critical and emerging technologies. Views are my own.

Opposition to building data centers might be irrational at the mircoscale (they're just gonna be bulilt somewhere else). But at the mesoscale, people are profoundly doubtful about whether AI will broadly benefit society and that's not so irrational at all.






nice plot of good clocks, evolution over time they are gonna redefine the second!



2025 UMD Quantum postdoc job thread @UMDPhysics @umdcs. We start with the Quantum Optics Fellowship, intended for AMO and QI. Anyone who would have applied for the JQI Fellowship should apply to this one. academicjobsonline.org/ajo/fellowship…





now, what is a good amplifier, and what does quantum limited amplifier mean? you also mentioned mixer, don't you feel like you should explain what a mixer is? Thankfully mixers are kind of related to amplifiers. A good amplifier is easy to define, you give me a signal, and I give you G times that signal, ideally, and G is the gain of the amplifier. The signal could have different frequencies and powers, so you'd want the amplifier to be broadband, and have high saturation power, that's a good amplifier. But there is one more thing, amplifers always add noise, so you also want the added noise to be as low as possible. Why do they always add noise? do they really have to? The answer, in principle, is actually it depends. (in practice there will always be noise added no matter what you do, tiny insertion loss on the connector? I'm sorry that is a beam splitter, and thermal noise gets added) And to answer it, some quantum jibberish is inevitable. The fastest way to arrive at the intuition, is to admit the fact that your signals are eelctromagnetic waves, and em waves follow similar rules as a simple harmonic oscillator in quantum mechanics. When you amplify the wave, you are multiplying the operators. If nothing else is added, you'll break the commutation relation of the operators, and the quantum mechanics god says, nope, you'll get at least vacuum noise added (figure 1 & 2). If an amplifier's added noise is very low single digit number of photons, people usually start calling them near quantum limited. (it's hard to say about just one amplifier, so you'll also see people talk about the system noise, and compare it to the quantum limit) Then why did i say it actually depends? That is because some amplifiers could treat different quadratures differently, and they are amplely named phase-sensitive amplifiers. One common form of them amplify one quadrature and attenuate the other one, so you'll need to know your signal for it to work well, and it will also squeeze the noise on your signal. Figure 3 shows how different kinds of noise could be visualized on top of your signal, two of them are squeezed noise (b and c). ref: Caves1982: [Quantum limits on noise in linear amplifiers](painterlab.caltech.edu/wp-content/upl…) (how to quantize an em field is another interesting topic that i won't be able to do it justice here, and an over-simplified way of describing the process is: at any and every point in space-time, you can create or kill a photon, and thus you could "assemble" your em field with a sum of these photon creation operators weighted by the spatial-temporal form of your wave)
















