A direct current (DC) discharge is one method for producing plasma. Plasma, the 4th state of matter, is defined as the separation of positive ions and electrons in a gas. A gas transforms into a plasma in an isolated low-pressure area between two electrodes, a cathode and an anode. The DC discharge, particularly the DC glow discharge, has historically been significant for both investigating plasma characteristics and providing a weakly ionized plasma for various uses. This project explores the utilization of Faraday’s Law as a fundamental principle for quantifying plasma currents. A fundamental principle of electromagnetism that I have been exploring on this project is Faraday’s Law, this law is especially useful in plasma physics when figuring out the current flowing through a plasma column or confinement device. The device I am building is called a B-dot probe which will be used to measure the current when the discharge turns on. The B-dot probe is essentially a coil made of conducting wire with a “tail” (twisted pair). Through a series of tests, I have procured the average magnetic field produced by the plasma current. From this average magnetic field and geometric measurements the average plasma current is deduced. Plasma is used everywhere now a days like in your TV and neon lights as well as in nature like the aurora borealis. With this research I hope to make the understanding behind the physics of plasma as well as it's magnetic fields easier to comprehend.

The purpose of this experiment was to visualize and record the different rates of expansion for multiple gases as they are launched into the higher parts of Earth’s atmosphere with a High-Altitude Balloon (HAB). The ideal gas law models the behavior of a gas that of which its molecules occupy no volume and have no intermolecular forces (IMF). It is a simple equation; however, it cannot model gases accurately. On the other hand, Van der Waals equation for non-ideal gases better resembles the behavior of a real gas as it includes what the ideal gas law lacks. To test this, we filled three syringes with three different gases to the same volume. We chose to test argon, helium, and nitrogen. We secured the syringes to a container, which served as the payload for the HAB. We also placed an altimeter, thermometer, and a barometric pressure sensor inside the container. Then, we connected the sensors to an Arduino to record each piece of data synced to a stopwatch that is displayed in the container on a screen. Finally, we secured a camera to the container facing the stopwatch and syringes to record the gasses’ volume. Because helium has the weakest IMFs out of the three gases, we believed helium would expand at a higher rate as atmospheric pressure decreases compared to the other gases. The results from our experiment serve as a good example of how far the behavior of real gases deviate from ideal gases modeled by the ideal gas law. Depending on how close our measured values reach the calculated values from the ideal gas law, we can predict which situations the ideal gas law can model the behavior of a particular gas relatively accurately.