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The aim of the experiment is to Measure the Magnetic Susceptibility of the FeCl3 solution by Quinke's Method. In this experiment, we have used An electromagnet, its power supply, A Gauss Meter, along with a probe and Qunike's Tube (or U-tube) with FeCl3 solutions. By the help of Gauss Probe, one can measure the magnetic field intensity (H) in the unit of Gauss. (1 Tesla 10^4 Gauss). What we have to do, first we have to calibrate the magnetic field by providing the current and as a result the magnetic field intensity. After the calibration, we have to start the experiment, the important point to perform the experiment is to measure the reading for a small h i.e. height of the solution in case of rising and fall from the standard value, means the level in the absences of the external magnetic field. When you calibrate the magnetic field then insert the Qunike's tube in between the magnetic poles properly. If the two arms are very close of the U- tube, it is possible that both can be affected by the magnetic field and as a result no remarkable changes into the height of the liquid level. But suppose if there is enough separation between the arms then you put any of the arms in the uniform magnetic field, which as a result you will see the raises in level and on the other hand fall of the level. READ ALSO: Determination of LASER Wavelength by Diffraction Grating Elements Here in this experiment level falls as a result of applying the magnetic field from the equilibrium position (that position of the level, when there was no magnetic field). Now how much it raises or falls from the central position by applying the external magnetic field we have to note down respectively. For an example the magnetic field intensity at one amp of the current, then at 2 Amp, 3 Amp and so on and further as a result of the change in level. So, there is only three variable; one is the current, second is the magnetic field intensity and the third one is the change in heights of the solution level. We have to record that data for the calculation of susceptibility. After making the observation now the points are (a). Why the level of solution rise up or fall down in the presence of magnetic field and (b) second how to derive the formula to measure the susceptibility For the (a) you can see the second part of the video where I have to considerable force along the x-axis, the direction in which we see the change in level. Also, the Z-axis is the direction of the magnetic field. The level rises up or fall down because of this force that arises in the presence of external magnetic field on the magnetic dipole. For the (b) part you see the idea of force on magnetic dipole which is balanced by the pressure exerted over the area A due to height difference 2h between the liquid surfaces in the two arms of the U-tube. Follow me https://www.amazon.in/shop/drsushilkumarmasterapniphysics Join the Courses http://apniphysics.com/courses/ Now in this experiment, we define and measure the susceptibility as a ratio of Intensity of magnetization of the material to the intensity of the external magnetic field. Now here to understand the susceptibility we have to Understand the intensity of magnetization, What is this? It is discussed in the second part of the video. List of all Other Experiments Hall Effect experiment Magnetic Susceptibility of the FeCl3 Michelson Morley experiment Charge to Mass Ratio by Thomson Stewart and Gee’s Melde Experiment Attenuation losses Semiconductor Diode Planck’s Constant Magnetic Susceptibility by Quincke Method Hall Effect Experiment Magnetic Susceptibility Michelson Interferometer Newtons Ring Experiment

How to Measure the Magnetic Susceptibility of FeCl3 solution by Quinke Method

Diffraction Grating Determination by Laser Wavelength