Most Shared Curriculum

Students design, build, and test mousetrap cars as they apply the Engineering Design Process (EDP) in this individual engineering design challenge. After researching design ideas, students build and test their mousetrap car prototypes (first model). Students then iterate (modify) their design and make any necessary modifications. While students work individually to make their mousetrap cars, they should collaborate with their peers to share information and make suggestions on how to improve and/or fix each other’s initial constructions. Students test their cars in a friendly class Mousetrap Car Competition to determine which car design travels the farthest distance (Note: students can also test which car travels a set distance the fastest).

Students construct paper recombinant plasmids to simulate the methods genetic engineers use to create modified bacteria. They learn what role enzymes, DNA and genes play in the modification of organisms. For the particular model they work on, they isolate a mammal insulin gene and combine it with a bacteria's gene sequence (plasmid DNA) for production of the protein insulin.

In the presence of water, citric acid and sodium bicarbonate (aka baking soda) react to form sodium citrate, water, and carbon dioxide. Students investigate this endothermic reaction. They test a stoichiometric version of the reaction followed by testing various perturbations on the stoichiometric version in which each reactant (citric acid, sodium bicarbonate and water) is strategically doubled or halved to create a matrix of the effect on the reaction. By analyzing the test matrix data, they determine the optimum quantities to use in their own production companies to minimize material cost and maximize carbon dioxide production. They use their test data to "scale-up" the system from a quart-sized ziplock bag to a reaction tank equal to the volume of their classroom. They collect data on reaction temperature and carbon dioxide production. More advanced students are challenged to theoretically predict the results using stoichiometry.

Students build on their understanding of how the brain uses circuits to respond to external stimuli, learning about Pavlovian conditioning through the lens of neural circuits. By exploring Pavlov’s dog experiment, students connect their knowledge of neurons and neural pathways to understand how animals, including humans, learn through association. The lesson emphasizes the concept of learning and synaptic plasticity, which are key to understanding how neural circuits control behavior. Students engage in hands-on activities, such as drawing circuits, discussing the Pavlov experiment, and using tools such as Google Colab to explore fear learning and the role of the amygdala. With the help of videos and group discussions, they examine the neural pathways involved in both reward and fear conditioning.

Through this unit, written for an honors anatomy and physiology class, students become familiar with the human skeletal system and answer the Challenge Question: When you get home from school, your mother grabs you, and you race to the hospital. Your grandmother fell and was rushed to the emergency room. The doctor tells your family your grandmother has a fractured hip, and she is referring her to an orthopedic specialist. The orthopedic doctor decides to perform a DEXA scan. The results show her BMD is -3.3. What would be a probable diagnosis to her condition? What are some possible causes of her condition? Should her daughter and granddaughter be worried about this condition, and if so, what are measures they could take to prevent this from happening to them?

In this lesson, students learn the basics of the analysis of forces engineers perform at the truss joints to calculate the strength of a truss bridge. This method is known as the “method of joints.” Finding the tensions and compressions using this method will be necessary to solve systems of linear equations where the size depends on the number of elements and nodes in the truss. The method of joints is the core of a graphic interface created by the author in Google Sheets that students can use to estimate the tensions-compressions on the truss elements under given loads, as well as the maximum load a wood truss structure may hold (depending on the specific wood the truss is made of) and the thickness of its elements.

Students practice the initial steps involved in an engineering design challenge. They begin by reviewing the steps of the engineering design loop and discussing the client need for the project. Next, they identify a relevant context, define the problem within their design teams, and examine the project's requirements and constraints. (Note: Conduct this activity in the context of a design project that students are working on, which could be a challenge determined by the teacher, brainstormed with the class, or the example project challenge provided [to design a prosthetic arm that can perform a mechanical function].)

Students learn how to build simple piezoelectric generators to power LEDs. To do this, they incorporate into a circuit a piezoelectric element that converts movements they make (mechanical energy) into electrical energy, which is stored in a capacitor (short-term battery). Once enough energy is stored, they flip a switch to light up an LED. Students also learn how much (surprisingly little) energy can be converted using the current state of technology for piezoelectric materials.

Students are introduced to Pascal's law, Archimedes' principle and Bernoulli's principle. Fundamental definitions, equations, practice problems and engineering applications are supplied. Students can use the associated activities to strengthen their understanding of relationships between the previous concepts and real-life examples. A PowerPoint® presentation, practice problems and grading rubric are provided.

One way for engineers to be effective in creating designs is to understand technology tools support their efforts. These technology tools themselves are often designed by engineers! In this activity, students utilize Google's Colab and Google's Bard to master writing “if” statements in Python while also analyzing the effectiveness of an AI tool to define future success criteria for engineers developing tools like Bard. Engaging in various activities, students delve into the significance of conditionals, understanding how they enhance code readability and enable more innovative programming approaches. Moreover, students venture into exploring the effectiveness of AI technologies in programming, providing insightful suggestions for refining and engineering future AI tools.

Students work as civil engineering teams in small groups to design and construct model towers out of paper with minimal teacher guidance on completing the challenge. Each team is given limited supplies (three sheets of paper, tape, and scissors) and limited time (one class period), paralleling the real-world resource/cost limitations faced by engineers. Teams aim to build their towers for maximum height and stability to withstand a simulated lateral "wind" load.

Students apply high school-level differential calculus and physics to the design of two-dimensional roller coasters in which the friction force is considered, as explained in the associated lesson. In a challenge the mirrors real-world engineering, the designed roller coaster paths must be made from at least five differentiable functions that are put together such that the resulting piecewise curving path is differentiable at all points. Once designed mathematically, teams build and test small-sized prototype models of the exact designs using foam pipe wrap insulation as the roller coaster track channel with marbles as the ride carts. Project constraints students must consider include: initial cart velocity of zero (at the highest point), and final path end velocity of zero. The design must be efficient enough that the initial potential energy of the body is sufficient for it to complete the entire path. To achieve an efficient design, students use a formula obtained in the associated lesson—one that gives the velocity of a spherical body rolling on a curved path when friction is present. This equation considers the body’s energy lost due to friction, and is used to estimate the maximum height the marble may reach after rolling from a hill. Students use Excel® to make these calculations and graph the designed path and velocities. To conclude, teams summarize their procedures, designs, results, and theory-vs.-reality experiences in a slide or video presentation to their classmates, including their small-scale physical models. This activity and its associated lesson are designed for AP Calculus. A pre-quiz, PowerPoint® presentation, spreadsheet calculations/graphs (with and without calculus), and student instructions/grading rubric are provided.

In this activity students design, construct, and test the strength of a wooden truss bridge and satisfy certain conditions like span, strength, and cost. Students perform the truss bridge strength estimation using a graphic interface that determine stress-compression on the truss elements using the method of joints. Students consider their materials’ hypothetical costs and test their constructed bridges to verify load strength. Expect that the bridges can resist at least 90% of their estimated strength and in case of failure, students have to determine the possible causes.

Student groups construct simple conductivity probes and then integrate them into two different circuits to test the probe behavior in solutions of varying conductivity (salt water, sugar water, distilled water, tap water). The activity culminates with student-designed experiments that utilize the constructed probes. The focus is to introduce students to the fabrication of the probe and expose them to two different ways to integrate the probe to obtain qualitative and quantitative measurements, while considering the application and utility of a conductivity probe within an engineering context. A provided handout guides teams through the process: background reading and questions; probe fabrication including soldering; probe testing and data gathering (including circuit creation on breadboard); probe connection to Arduino (including circuit creation and code entry) and a second round of testing and data gathering; design and conduct their own lab experiments that use the probes; online electrolyte/nonelectrolyte reading, short video, comprehension check and analysis questions.

Students learn about the fundamental strength of different shapes, illustrating why structural engineers continue to use the triangle as the structural shape of choice. Examples from everyday life are introduced to show how this shape is consistently used for structural strength. Along with its associated activity, this lesson empowers students to explore the strength of trusses made with different triangular elements to evaluate the various structural properties.