Education is evolving and the idea of teaching with micromanufacturing technology is now a reality. Students are more responsive and retain more knowledge when they can connect the class work to the world in which we live. Yet students in the K–12 public education system are hammered with theoretical concepts that lack relevancy beyond the classroom, or are not taught in a way that makes them relevant. It is really not surprising that a good percentage of students lack the ability to apply their classwork to physical applications. It is imperative that we establish avenues for students to learn through hands-on exploration. This age of the Makerspace will serve as the catalyst for inspiring future minds in engineering and will act as an outlet for today’s most creative individuals Figure 8-1.
Public school systems need Makerspaces. No longer should a school’s poor financial resources limit access to the equipment necessary for higher-level exploration. It is now possible for a classroom—even one with a very small budget—to provide an environment conducive for utilizing and learning prototyping, robotics, electronics, microprocessors, and the like. Initially, the most logical location for a school-based Makerspace is within the technology education and engineering classrooms. The staff have been trained on managing students in a workshop environment and the addition of Makerspace technology in the classroom is a natural fit.
This chapter’s labs are designed to provide a starting point for getting students more involved in the technical aspects of your curriculum. Each K–12 lab activity harnesses the power of Makerspace technology in a way that allows the students to be more involved in the learning process. It helps to eliminate “black box” technology and gives the students more responsibility and ownership of their work. Each section contains labs categorized as a “Technical Lab,” an “Activity,” or a “Learning Tool.” Technical Labs contain further investigation after the lab is complete. Activities do not contain an investigation and can serve as the starting point for a more technical lab. Learning Tools are tools that instructors can use in the classroom to help support theoretical concepts.
The labs are broken into three categories:
Today’s increased interest in science, technology, engineering, and math (STEM) courses was intended to boost interest in our technical workforce. The irony of this movement derives from the fact that the only required courses in STEM are science and math. And being required courses, they have required curriculum with standards testing to verify student comprehension. Updating the curriculum requires imaginative teachers who can both inject new and interesting topics into the coursework while hitting all of their benchmarks.
Art in STEM? Preposterous! Understanding the fundamental concepts of art in the design and creation of physical objects is imperative to success in STEM fields. Technology and engineering courses tackle design through both physical and software-based illustration. Courses such as basic technical drawing and architecture teach students to use manual drafting tools to visually represent their designs. Students can convey their ideas and reflect on possible design changes, thus making their designs more feasible. With computer-aided design tools such as AutoCAD, Solidworks, and AutoDesk Inventor, students can design the parts and assemblies that can be directly translated into real-world objects. Using tools such as these, students can make the connection between the virtual and physical worlds and see how design affects someone’s ability to actually build something.
The Rhode Island School of Design has an excellent website dedicated to information and news concerning the integration of art and design into STEM education.
So, all in all, it really ends up on the quality of the program and the emphasis the individual teacher puts on the integration of art into their curriculum. Art is incredibly important and more effort should be made in education to excite students about art, music, dance, theater, and so on. STEM education is designed to help increase excitement and interest in the fields of science, technology, engineering and math, all of which can benefit from the creativity art courses promote.
The science classroom offers a tremendous potential for utilizing Makerspace technology. The following labs are designed to enhance a student’s experience within a science classroom by introducing common topics through hands-on investigation:
This project requires that safety glasses be worn throughout its entirety.
The earliest form of the battery consisted of a clay pot, a copper cathode and zinc anode, and a simple electrolyte solution. Although the exact uses of the battery are still a mystery, we can replicate this transformative technology in the classroom. A low-power battery can be safely made by modeling the use of copper and zinc and replacing the pot with a lemon (Figure 8-2).
When the zinc is suspended in an electrolyte solution—in this case, water and citric acid—small particles of zinc dissolve into the electrolyte. This process frees electrons that can power a very small electronic device such as an LED. Now, if the copper is also placed into the same electrolyte solution and the LED is connected between the two plates, a chemical reaction occurs that frees yet more electrons. You can measure the amount of energy produced by this simple battery by using a multimeter and calculate just how big of a device you can power. Who knows, maybe you could run your school on lemons! (Or, as the old saying goes: when life gives you lemons, power your school with them.)
The LED used in this lab requires 1.5 V and 20 mA of current to fully illuminate, and on average a good lemon battery will produce 0.5 VDC and 10 mA. Because the lemon battery does not produce enough power on its own to illuminate the light, more than one is needed. Multiple lemon batteries can be configure either in series or in parallel to meet the power requirement.
Connecting the batteries in series (Figure 8-3) increases the overall voltage. Each battery’s voltage is added but the current stays the same. To configure lemon batteries in series, connect the positive terminal on one battery to the negative terminal on another. This is known as “daisy chaining,” and you can continue adding more batteries in this fashion until the necessary voltage is achieved. The free terminal on the first and last batteries become the battery bank’s positive and negative sides.
Conversely, connecting the batteries in parallel (Figure 8-4) increases the overall current, but the voltage remains the same. To configure lemon batteries in parallel, connect the positive terminals and negative terminals of two or more batteries together. You can continue adding batteries like this until the necessary current is achieved.
Materials List | ||
Item | Quantity | Source |
Lemon | 1 | Grocery store |
Copper penny | 1 | Pockets, under seat cushions, and so on |
4D zinc-coated nail | 1 | Home improvement store |
Alligator test leads | 2 | Electronics distributor |
5 mm LED | 1 | Electronics distributor |
Plastic knife | 1 | Grocery store |
1 × 1 in 200-grit sandpaper | 1 | Home improvement store |
Makerspace Tools and Equipment |
Multimeter |
Safety glasses |
The electric capability of your battery is measured in terms of voltage and current. To understand this capability, you will need to collect data that reflects its power output potential by using a multimeter.
A battery has two sides, positive and negative. Following the same procedure as described in step 4, touch one of the multimeter’s leads to the penny and one to the nail. If the numbers on the screen are negative, your leads are connected backward. Flip your lemon around and try again.
With the help of your instructor, configure the multimeter to measure milliamperes (mA). Touch the multimeter’s red lead to the positive end of the battery and the black lead to the negative.
Connect one alligator test lead to the end of the nail and one to the exposed part of the penny. You’ll use these leads to connect your LED to the lemon battery. Now, connect the negative side of your battery to the negative side of the LED as indicated with a black stripe and the positive side of the battery to the positive side of the LED.
Remember, the LED requires approximately 1.5 V and 20 mA to glow. If your battery produces 0.5 V and 10 mA, how many batteries in series and parallel would you need in order to light the LED?
Working with one or more other students, configure your batteries to produce enough energy to illuminate the LED.
This project requires that safety glasses be worn throughout its entirety.
Solar cells, or photovoltaics, are made out of photosensitive semiconductors that convert light energy into electricity in a process known as the photoelectric effect. This process describes the interaction between light energy and the materials that make up the individual cell. Although commercial solar cells are made by using harmful chemicals and require sophisticated equipment for assembly, you can make a simple low-cost solar cell (Figure 8-6) in your lab with only a few materials.
Materials List | ||
Item | Quantity | Source |
Table salt | 1 tbsp | Local grocery |
White vinegar | 1 cup | Local grocery |
Distilled water | 1 cup | Local grocery |
Small plastic cup | 1 | Local grocery |
Thin copper sheet | 2 | Home improvement store |
Alligator test leads | 2 | Electronics distributor |
Makerspace Tools and Equipment |
High-temperature hot plate |
Micrometer |
Nonflammable work surface |
Multimeter |
Safety glasses |
Tweezers |
Now that you have successfully made a primitive solar cell, it’s time to determine how much energy it can generate. Using a multimeter, you will be conducting a series of tests to determine the polarity, voltage output, current capability, and overall efficiency.
A solar cell has two sides: one positive and the other negative. Connect your multimeter’s negative (black) lead to one test lead and the positive (red) lead to the other test lead. Configure your multimeter to measure VDC and adjust the scale accordingly. If the numbers on the screen are negative, your leads are connected backward.
Configure the multimeter to measure current and adjust the scale accordingly.
The sun produces approximately 1,000 W/m2 of light energy. Determine your solar cell’s energy conversion efficiency by dividing your W/m2 by that of the sun’s. Remember, Watts = Current × Voltage.
This project requires that safety glasses be worn throughout its entirety.
This project works with very hot materials and should only be conducted under the supervision of a qualified individual.
During the late 1600s, Anton van Leeuwenhoek began developing single-lens microscopes (Figure 8-9) that were capable of magnifying objects to more than 200 times their actual size. This incredible invention led to the discovery of numerous microorganisms and cell types.
You can find the files for this project at Thingiverse.com.
Materials List | |||
Item | Quantity | Cost | Source |
1 × 2 × 1/8 in plywood | 1 | Craft store | |
1/8 × 2 in wooden dowel | 1 | Craft store | |
4-40 × 2 in pan-head machine screw | 1 | Home improvement store | |
4-40 Nut | 2 | Home improvement store | |
#4 Washer | 1 | Home improvement store | |
5 mm × 6 in glass stirrer | 1 | Scientific supply company | |
Rubber band | 1 | Home improvement store |
Makerspace Tools and Equipment |
Countersink bit |
Heat-resistant gloves |
Laser engraver |
Wire strips |
Wood glue |
Propane torch or Bunsen burner |
Safety glasses |
Grip the thick end of one of the stirrers and carefully insert the 2 mm end into the flame at a 45-degree angle. The objective here is to form a glass ball at the end of the filament. Gradually feed the filament into the flame until the ball grows to approximately 3 to 4 mm in diameter (Figure 8-11).
When you have achieved this size, remove the filament from the flame, turn off the torch, and hold the rod perpendicular to your work surface until the lens cools (Figure 8-12). Clip the lens off of the filament by using the wire strippers so that 1/2 in of filament is left attached to the lens.
Do not quench the lens in water because the thermal shock will shatter the glass.
Technology Education was designed to be a Makerspace. Most technical education classrooms are designed to function as workshops and can support projects starting with CAD design all the way to a completed prototype. By introducing these into the classroom, students can experience the full potential Makerspace technology has to offer:
This project requires that safety glasses be worn throughout its entirety.
Newton taught us that for every action there is an equal and opposite reaction. Rockets use this very principle. Stored inside a commercial rocket is a large amount of fuel. This fuel is ignited, and the rapidly expanding gases exit the rocket with a tremendous amount of force, propelling the rocket in the opposite direction. Rather than have elementary school students handle volatile rocket fuels and dangerous propulsion systems, you can re-create the basic concepts behind rocket technology safely in the classroom (Figure 8-14).
You can find the files for this project at Thingiverse.com.
Materials List | ||
Item | Quantity | Source |
Empty 2-liter bottle | 1 | Grocery store |
Pipe tape | 1 | Home improvement store |
24 in cable tie | 2 | Home improvement store |
12 × 24 in corrugated plastic sheet | 1 | Home improvement store |
2 × 24 in PVC pipe | 1 | Home improvement store |
2 in PVC pipe cap | 1 | Home improvement store |
Modeling clay | 1 | Craft store |
1/4-20 × 1/2 in eye bolt | 1 | Home improvement store |
1/4 in washer | 1 | Home improvement store |
1/4-20 nut | 1 | Home improvement store |
18 in string | 1 | Home improvement store |
1/4 in NPT quick-release female coupler with female thread | 1 | Home improvement store |
1/4 in NPT male plug with male thread | 1 | Home improvement store |
Makerspace Tools and Equipment |
3D Printer |
1.5 in hole saw |
1/4 in drill bit |
Air compressor w/ hose |
Band saw |
Hand drill |
Packing tape |
Ruler |
Safety glasses |
Scissors |
Line up and attach one fin at a time to the previously marked positions using tape. Verify that the fins are positioned perpendicular to the bottle and that the tape is pressed firmly onto the surface of the fins and bottle. Repeat this step for the remaining fins.
Hold the fins in place using the large cable ties (Figure 8-18). If you want, apply a small amount of hot glue along the interface between the fins and the bottle. Use a low temperature hot-glue gun because the high temperature guns will melt the bottle.
This project requires that safety glasses be worn throughout its entirety.
This lab bridges the gap between the virtual world of software and physical hardware. The students are required to implement the engineering design process to the design and construction of a simple two-wheeled robot (Figure 8-19) that is capable of autonomously completing tasks.
You can find the files for this project at Thingiverse.com.
Materials List | ||
Item | Quantity | Source |
4-40 × 1/4 in machine screws | 4 | Home improvement store |
4-40 × 1/2 in machine screws | 2 | Home improvement store |
4-40 nut | 6 | Home improvement store |
#4 washer | 6 | Home improvement store |
4-40 standoff | 4 | Electronic supply store |
Tamiya 70168 gearbox kit | 1 | Hobby store |
Glass marble | 1 | Craft store |
L293D | 1 | Electronic supply store |
Pre-stripped breadboard jumper wire | 1 | Electronic supply store |
Male-to-male jumper wires | 1 | Electronic supply store |
2 ft Red and black 22-gauge wire | 1 | Electronic supply store |
Arduino | 1 | Electronic supply store |
Small breadboard | 1 | Electronic supply store |
9-Volt Battery | 1 | Electronic supply store |
9-Volt Battery snap connector | 1 | Electronic supply store |
Makerspace Tools and Equipment |
3D Printer |
Band saw |
CAD software |
Solder |
Soldering iron |
Populate the breadboard by first seating the IC on the board and then securing the wires in place.
Use the male-to-male jumper wires to make connections back to the Arduino, following the color codes to ensure proper wiring. Use Figure 8-21 and Table 8-1 to connect the L293D to your Arduino.
Motor controller | Arduino | Motor |
Enable | D3 | |
E1A | D4 | |
M1A | Motor 1 red | |
GND | GND | |
M1B | Motor 1 black | |
E1B | D5 | |
5 VDC | 5 VDC | |
E2A | D6 | |
M2A | Motor 2 black | |
M2B | Motor 2 red | |
E2B | D7 |
This project requires that safety glasses be worn throughout its entirety.
Regardless of the type, DC electric motors contain two fundamental components: the rotor and the stator. The rotor is responsible for converting electric energy into rotational motion, and the stator acts to provide a mechanical coupling to the rotating armature. Although both brushed and brushless DC motors convert electrical energy into rotational energy, they contain only a few common components. A brushed DC motor is made up of the following:
However, a brushless DC motor (Figure 8-22) only contains the following:
You can find the files for this project at Thingiverse.com.
Materials List | ||
Item | Quantity | Source |
1/8 in plywood Sheet | 1 | Home improvement store |
1/4-20 × 1 in bolt | 2 | Home improvement store |
1/4-20 nut | 2 | Home improvement store |
#4 washer | 2 | Home improvement store |
Breadboard | 1 | Electronic supply store |
10 ft 30-gauge coil wire | 2 | Electronic supply store |
470 Ohm resistor | 2 | Electronic supply store |
47k Ohm resistor | 2 | Electronic supply store |
220 uF capacitor | 2 | Electronic supply store |
TIP120 transistor | 2 | Electronic supply store |
2N2222 transistor | 2 | Electronic supply store |
Pre-stripped breadboard jumper wire | 1 | Electronic supply store |
6 in 22-gauge solid core wire | 4 | Electronic supply store |
9 V battery | 1 | Electronic supply store |
9 V battery snap connector | 1 | Electronic supply store |
1 in dia. doughnut magnets | 2 | Craft store |
1/8 in dia. drinking straw | 1 | Grocery store |
Makerspace Tools and Equipment |
Laser engraver |
Wire strips |
Classroom floor tiles are often 1 × 1 ft and make for a quick measurement tool.
Engineering bridges the gap between the concepts covered in Math and the structures constructed in Technology Education. These principles can be demonstrated and validated by using Makerspace technology. The following labs are designed to develop problem-solving skills through the design, construction, and analysis of engineering concepts:
This project requires that safety glasses be worn throughout its entirety.
Problem solving is the most important skill a student can have. They can use it to conceptualize the solution to a task prior to any research, bookwork, or prototyping. It also gives them insight as to whether their research, bookwork, or prototype is headed in the right direction. This lab is designed to expose elementary school students to the trials faced when designing and constructing a wind-powered car (Figure 8-25). After the kit has been assembled, the students should be given the opportunity to test and redesign their solutions for best results.
You can find the files for this project at Thingiverse.com.
Materials List | ||
Item | Quantity | Source |
1/8 × 3.5 in wooden dowel | 1 | Craft store |
1/8 × 3 in drinking straw | 1 | Grocery store |
1/4 × 5 in wooden dowel | 1 | Craft store |
3 × 5 in notecard | 1 | Craft store |
Notebook paper | 1 | Craft store |
Tape | 1 | Craft store |
Cardboard | 1 | Craft store |
Makerspace Tools and Equipment |
Box fan |
Hand saw |
Hole punch |
Laser engraver |
Safety glasses |
This project requires that safety glasses be worn throughout its entirety.
Wind turbines are elegant machines that convert power from the wind into electrical energy. This is accomplished when the wind passes over the surface of the turbine’s blades generating lift and rotational force. The rotating blades are connected to a generator that creates electrical energy when spun.
This lab utilizes inexpensive materials to create a small, low-power, horizontal axis wind turbine (Figure 8-26). You can measure the efficiency of the turbine by using a multimeter and can alter it by changing the blade’s angle of attack as well as refining blade design.
You can find the files for this project at Thingiverse.com.
Materials List | ||
Item | Quantity | Source |
1/8 × 1/4 in × 36 in balsa strips | 4 | Craft store |
1/8 × 3 in × 12 in balsa sheet | 1 | Craft store |
1/8 × 3 in booden dowel | 3 | Home improvement store |
DC electric motor with 2 mm shaft | 1 | Hobby store |
Makerspace Tools and Equipment |
Laser engraver |
3D printer |
Multimeter |
Box fan |
Vise |
Hot-glue gun with glue |
Wind turbines operate by converting the flow of air to a rotational force that drives a generator. This is accomplished through the research and design of blades that harness as much wind energy as possible while producing the least amount of resistance.
Connect your multimeter’s negative (black) lead to one test lead and the positive (red) lead to the other test lead. Configure your multimeter to measure VDC and adjust the scale accordingly. If the numbers on the screen are negative, your leads are connected backward.
The angle of attack is the angle at which the blades are positioned relative to the path of the wind.
This project requires that safety glasses be worn throughout its entirety.
Hot-air balloon technology has been around since the late 1700s and still amazes onlookers today. The fundamental design of a hot-air balloon is based around the Ideal Gas Law. This law states that the pressure and volume of a gas directly relates to its temperature and moles of gas:
PV = nRT
Where P equals the gas’s pressure in Pa, V is the volume in m3, n is the number of moles of gas, R is the ideal gas constant of 287.058 J/(kg × K), and T is the temperature of the gas in K. You can write this equation to illustrate the effect of temperature on the density of a gas:
ρ = P / (R × T)
Where ρ represents the gas’s density in kg/m3, P is the pressure in Pa, R is the ideal gas constant of 287.058 J/(kg × K) and T is temperature in K.
You can use this equation to express the quantity of mass a hot-air balloon can lift based on the volume of the balloon and its temperature. This is known as the balloon’s buoyant force. This force can be calculated by accounting for the difference in density of the air inside and outside of the balloon and its weight. So, will it float?
Ft = (ρa – ρb) × V × g
Where Ft represents the quantity of force generated by your balloon, ρa is the density of the air outside of the balloon in kg/m3, ρb is the density of the air inside of the balloon in kg/m3, V is the volume in m3, and g is the gravitational constant of 9.81 N/kg.
You can use these equations to either determine the quantity of mass the balloon can lift, or you can re-tailor them to determine the size of the balloon required to lift a specific mass.
The body of a hot-air balloon is made up of a series of strips of fabric called gores. The gores are stitched together and the final shape of the balloon is revealed. Because the hot gas inside of the balloon is compressed by the surrounding cooler gases, a shape in the form of a light bulb is optimal. This shape allows for a large pocket of gas to reside at the top of the balloon and provides for a more stable design (Figure 8-30).
You can find the files for this project at Thingiverse.com.
Materials List | ||
Item | Quantity | Source |
6 × 24 in stove pipe | 1 | Home improvement store |
8 × 24 in stove pipe | 1 | Home improvement store |
8-32 × 1.5 in bolt | 6 | Home improvement store |
8-32 nuts | 12 | Home improvement store |
8-32 washers | 6 | Home improvement store |
1/4-20 × 1/2 in bolts | 6 | Home improvement store |
1/4-20 nuts | 6 | Home improvement store |
1/4-20 washers | 6 | Home improvement store |
12 in shelving brackets | 3 | Home improvement store |
Camping stove w/ fuel | 1 | Sporting goods store |
20 × 30 in tissue paper sheet | 12 | Craft store |
1/8 × 32 in aluminum rod | 1 | Home improvement store |
3/16 in heat-shrink tubing | 1 | Electronic supply store |
Makerspace Tools and Equipment |
Glue sticks |
Safety glasses |
Sheet metal punch |
String |
Tighten all six fasteners to the 8 in pipe and add the remaining washers and nuts to the ends of the screws inside the 6 in pipe. Gently tighten the nuts inside the 6 in pipe until they are just tight. If you over tighten them, the walls of the pipe will distort and potentially crack. Test the stability of your launcher by placing it on a flat surface.
The base of the launcher (Figure 8-32) should be approximately 2 in above the ground and the pipes should be perpendicular with the floor.
Because hot-air balloons produce lift by enclosing a gas with less density than the surrounding air, you can calculate the quantity of lift. You can use this calculation to determine how much mass the balloon can lift given the difference in gas temperature inside and outside of the balloon.
Use the formulas provided at the beginning of this lab to determine how much mass your balloon should lift.
The utilization of Makerspace technology in the art classroom is a natural fit. Where technology education and engineering work to bring theoretical concepts into reality, art works to improve their design and appeal. Using these tools in art helps to bring new mediums into the classroom and exposes the students to the alternative uses of the technology:
A silhouette (Figure 8-35) is a shadow representation of an object that conveys both depth and emotion. This simple artform is commonly used to capture portraits using inexpensive materials. With the help of Makerspace technology, you can create an effective silhouette from a single digital photograph.
Materials List | ||
Item | Quantity | Source |
8.5 × 11 in black construction paper | 1 | Craft store |
8.5 × 11 in white printer paper | 1 | Craft store |
Glue stick | 1 | Craft store |
Makerspace Tools and Equipment |
Digital camera |
Laser engraver |
Photo editing software or CAD |
Tripod |
Configure the camera to use the countdown timer. This way, the student can take the picture while also eliminating the chance of a blurry picture due to camera movement. Separate your students into teams of two. One student will be in charge of taking the other’s photo, and vice versa. Have the first student sit on the chair so that her silhouette is visible in the viewfinder or on the LCD. Let the student’s partner take the picture and continue until everyone is photographed.
Be sure to use a high-contrast backdrop (Figure 8-36). This will help the students when they trace around their face.
This project requires that safety glasses be worn throughout its entirety.
Part molding is used by industry to rapidly produce copies of an object. You can replicate this relatively simple process by using only a few materials, yielding results that are very close to perfect (Figure 8-37).
You can find the files for this project at Thingiverse.com.
Materials List | ||
Item | Quantity | Source |
Plaster of paris or equivalent | 1 | Home improvement store |
Petroleum jelly | 1 | Grocery store |
Makerspace Tools and Equipment |
3D printer |
Gloves |
Masking tape |
Safety glasses |
Sandpaper |
This lab is designed to expose students to the mechanics of paper printing through the construction of a single stamp printing press and corresponding stamp (Figure 8-39). The resulting press is capable of accepting a custom-made stamp cartridge and transferring its image to a 3 × 5 in piece of paper.
You can find the files for this project at Thingiverse.com.
Materials List | ||
Item | Quantity | Source |
1/4 in rubber sheet | 1 | Craft store |
1/8 in plywood sheet | 1 | Home improvement store |
1/4-20 × 1-1/4 in bolt | 2 | Home improvement store |
1/4-20 nut | 2 | Home improvement store |
1/4 in washer | 4 | Home improvement store |
3 × 5 in blank cardstock | 10 | Craft store |
Colored roll on ink | 1 | Craft store |
Makerspace Tools and Equipment |
Laser engraver |
The use of Makerspace technology in the math classroom opens the door to a wide range of demonstration and student interaction possibilities. You can use this technology, which is commonly thought to exist in more hands-on classrooms, to reinforce math’s theoretical concepts:
Traditionally, the concept of plane shapes is delivered through worksheets with a series of connect-the-dot tasks that walk the student through the creation of the assigned shape, or through the use of physical shape models (Figure 8-41). Making the connection between virtual concepts and their application in a physical world is known to improve content retention in addition to making math fun.
You can find the files for this project at Thingiverse.com.
Materials List | ||
Item | Quantity | Source |
1/4 × 3 × 4 in plywood | 1 | Home improvement store |
1/8 × 12 in wood dowel | 1 | Home improvement store |
18 in colored yarn | 1 | Craft store |
1 qt food storage bag | 1 | Grocery store |
Makerspace Tools and Equipment |
Laser engraver |
Ruler |
Sandpaper |
Wire strips |
Check that the ends of the pegs are free of splinters by gently dragging the ends across the sheet of sandpaper until smooth (Figure 8-42).
The Pythagorean theorem is a widely used formula for calculating the length of any side of a right triangle when two lengths are known:
A2 + B2 = C2
This formula is widely used in engineering for determining material lengths and can easily be calculated without a conventional calculator. This lab is designed to produce a measurement tool that is capable of calculating and demonstrating the correlation between all three sides of a right triangle. The resulting tool (Figure 8-44) serves as an excellent means for students to make connections between their formulas and the physical world.
You can find the files for this project at Thingiverse.com).
Materials List | ||
Item | Quantity | Source |
1/8 in plywood sheet | 1 | Home improvement store |
4-40 × 1 in pan head machine screw | 2 | Home improvement store |
4-40 wing nut | 2 | Home improvement store |
#4 washer | 1 | Home improvement store |
Makerspace Tools and Equipment |
Laser engraver |
You can read the measurement (Figure 8-45) by noting the length of all three sides using the indicators.
Algebra teaches about the fundamentals for calculating the shape of a parabola. Because a parabola has a definite focal point, it is well suited for focusing waves. This lab utilizes both 3D CAD software and a 3D printer to construct a tool (Figure 8-46) that demonstrates the location of the focal point of a calculated parabola.
You can find the files for this project at Thingiverse.com.
Materials List | ||
Item | Quantity | Source |
1/8 × 4 in wooden dowel | 1 | Craft store |
Aluminum foil | 1 | Grocery store |
Makerspace Tools and Equipment |
3D printer |
Spray adhesive |