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One of his most famous roles is **Eren Yeager** from *Attack on Titan*. Yep, that's right, the same guy who voices Koichi also voices the fiery, revenge-driven Eren! Talk about range, right? He's gone from a *relatively* low-key, sweet hero in Vigilantes to the main protagonist of one of the biggest anime series of all time! Kaji-san also voiced **Meliodas** from *The Seven Deadly Sins*, another really popular anime.
Now, let's get into the nitty-gritty of the **Colpitts oscillator working principle**. The magic of this circuit lies in how it uses positive feedback to sustain oscillations. Here's a breakdown, step by step, of the Colpitts oscillator's operation: The heart of a *Colpitts oscillator* is a tuned LC circuit (also known as a tank circuit) that determines the oscillation frequency. This circuit comprises an inductor (L) and two capacitors (C1 and C2) connected in series. The inductor and capacitors store energy in the form of a magnetic field (in the inductor) and electric field (in the capacitors). The active component, typically a transistor, amplifies the signal and provides the necessary gain to overcome the losses in the circuit. When power is applied, the transistor begins to conduct, and the circuit starts to oscillate. The initial random noise in the circuit is amplified by the transistor and fed back into the tank circuit. This feedback loop is what sustains the oscillations. The capacitors C1 and C2 are connected in series, and the voltage across them changes as the current flows through the inductor. A portion of the voltage from the tank circuit is fed back to the transistor's input, which is in phase with the signal, thereby creating positive feedback. This positive feedback reinforces the oscillations, causing the signal to build up. As the voltage across the capacitors changes, it causes current to flow through the inductor, creating a magnetic field. This magnetic field, in turn, collapses, which generates a voltage across the inductor. The changing voltage and current in the LC circuit cause the circuit to oscillate at its resonant frequency. The frequency of oscillation (f) is determined by the values of the inductor (L) and the capacitors (C1 and C2) using the following formula: f = 1 / (2π * √(L * (C1 * C2) / (C1 + C2))). The sustained oscillations continue as long as the feedback loop provides enough gain to overcome losses within the circuit. The transistor provides the required gain to sustain the oscillations by amplifying the signal and feeding it back into the tank circuit. The circuit continues to oscillate, generating a stable sine wave output. This continuous cycle, driven by the resonant properties of the LC circuit and the amplification provided by the transistor, is what makes the Colpitts oscillator a reliable and effective signal generator.
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