We will demonstrate a voltage reduction process. Starting at 57 volts, the voltage decreases by 1 volt every 2 seconds until it reaches 46 volts. This creates a step-wise reduction pattern over 22 seconds total.
Let's examine each step in detail. The table shows the progression from initial 57 volts through each 2-second interval. We can see how the voltage systematically decreases by exactly 1 volt at each step, creating a predictable pattern over the 22-second duration.
Now we'll run a real-time simulation of the voltage reduction process. Watch as the digital display updates every 2 seconds, showing the voltage dropping from 57 to 46 volts. The status indicator and progress bar provide visual feedback throughout the complete cycle.
Let's analyze this process mathematically. The voltage follows a linear function V(t) equals 57 minus t over 2, where t is time in seconds. This gives us a constant rate of change of negative 0.5 volts per second. We can calculate any voltage value at any time using this formula, demonstrating the predictable mathematical relationship.
In conclusion, we have successfully demonstrated a controlled voltage reduction process from 57 to 46 volts over 22 seconds. This type of step-wise voltage control has important applications in electronics, including power supply regulation, battery testing, and component analysis. The predictable linear pattern makes it ideal for precise voltage control systems.