Task:
Map the magnetic field of a room (classroom or room at home -- recommend kitchen) at two or more heights.
Discussion and Background:
Our task is to make a map of the direction of the magnetic field within a particular room. It turns out that the process of science does not allow us to take a measurement at a single point in space and then claim the measurement necessarily represents what is happening at other points in space. (Why is this so?) Thus, we must make many measurements but in a systematic way. We will thus do three things to help us get useful data.
Procedure:
Prepare grid (0.5 meter) using meter stick, string, and tape. The grid should run so that it divides the room into many smaller squares 0.5 meters on an edge. Start by measuring 0.5 meter increments along the floor next to a wall. Repeat on the opposite wall. Connect the points with a taut string and tape the ends down. Repeat for the other two walls.
Make a simple 2-dimensional paper map of the room with all objects located. Include location of electric outlets, appliances, clocks, switches, lights, as well as tables, counters, and water pipes. Make the map scale large enough that it fits on an 8x11 inch piece of paper without much room to spare. Include grid scale for viewer.
Make 4 or more copies of the map.
Systematically, place your magnetometer on grid intersections and record DIRECTION of bar magnet. You may need to wait a few minutes after moving the bottle before recording the direction in order to let the 'sensor card' stop swinging around. Make careful note of any changes in the room occupancy, location of objects, use of electrical appliances when measurement is being taken.
To record the direction, use a protractor and attempt to draw a line on your map at the intersection of the grid you are measuring. Make the line fairly short (say 1-2 cm) centered on the grid intersection. Indicate with an arrow head the 'positive' direction.
Repeat the measurement procedure for a 2nd (and 3rd?) height level by hanging the magnetometer from the ceiling by a string. This is why we assembled the magnetometer with an extra long piece of thread outside the jar. Use the same grid system to locate measurements (eyeball this). Record on a new room map.
Data management: Make sure your maps are clean and protected from further marking. Attach to them your procedural notes from the data collection process. Comment on any anomalies.
Part 3
You have made a map of the total magnetic field direction for a particular height in a room. Hopefully, you have made maps of several different levels.
What does the data mean or tell us? This is the question we must work on. Work through discussion and thinking to answer the following questions.
Part 4
What your map shows is the direction of the magnetic field at various points in the room. It probably does not look like straight lines but rather wavy lines. In places field direction lines may be closer together than in other places.
What does the map reveal about the direction of the field lines in the spaces between the grid lines? Are there any regions of space that are completely free of magnetic field? That is: is there any place in the room you mapped that has absolutely no magnetic field?
How can you check this with an SBM?
Let's make a map of the field lines for a bar magnet using the SBM. Obtain from your teacher a cow magnet or similar strong magnet. Place it on a small stand (a cup, perhaps) so that it is at approximately the same height as the magnet in the SBM.
Be careful not to place your set-up or SBM too close to another group's area! (Can you tell me why this is important?)
Make a grid using a 5 cm scale, for a 100x100 cm area. Place the bar magnet in the center and record its orientation. Different groups may choose different alignments of the bar magnet relative to the grid system but all should place the center of the bar magnet at the center of the grid.
Map the direction of the magnetic field of the bar magnet at each grid point.
Draw smooth curves that show the direction of the magnetic field at each point in space.