Using multi variable calculus to model heels and slides.
Embark on a journey to bring the soulful beats of African percussion instruments to life through 3D multivariable calculus. In this project, Lordina and Juanita delve into the mathematical intricacies that define the unique shapes and contours of traditional African drums and gourd tambourines(shakers).
This poster’s theme is “tastes of culture” and it displays four different food related items from Puerto Rico and Senegal, our respective cultures. At the top, there is a model of flan and mofongo, and the bottom contains bissap and acheke.
This research is a historical overview of the development of vector calculus. Highlighting historical points on Josiah W. Gibbs and Oliver Heaviside’s mathematical findings, as well as connecting such findings to electromagnetism–specifically of the Maxwell equations.
Modelling different types of leaves found around the campus of Bryn Mawr using Mathematica.
For my final project, I decided to plot Garfield using Mathematica’s Grapics3D function. My poster shows the different functions I used to create my final product, including cylinders, tubes, and ellipsoids.
Through utilizing parameterization and mathematica coding, our group “built a bouquet” complete with 3 flowers in a 3-D printed vase. Our project shows the beauty of math in everyday life, and guides one through the processes used to reach the finished product.
This project displays a crochet flower modeled in Mathematica.
The poster discusses the life of Josiah W. Gibbs and how he developed vector analysis.
Our poster included a Christmas scene with a snowman, gift boxes, a Christmas tree, and snow. We generated all the components separately and joined them together by adjusting the coordinates.
In this project, we used Mathematica to recreate the Chanel 1992 Haute Couture Bridal tweed drop-waist dress, worn at the 2023 Met Gala by Dua Lipa and modeled here by Claudia Schiffer.
Using parametric equations with both spherical and polar coordinates, I modelled three playground structures in Mathematica.
A 3D representation of a soccer field including goals and a ball using Graphics 3D and our understanding of Spherical Coordinates and planes.
Hold onto your hats because we used Mathematica and our knowledge of parametric equations, we created 3D models of different hats.
Our poster is of a charcuterie board coded in mathematica that is entirely to scale (to real life).
We crocheted four different shapes – a sphere (ball), an elliptical paraboloid (bowl), a cylinder, and a torus – and modeled them in Mathematica. After, we set up polar integrals which were used to calculate the volumes and surface areas of our crocheted creations.
Gravitational waves are the ripples in spacetime caused by two incredibly massive objects orbiting each other. Here, we sought to model these waves using Mathematica!
My poster displays the 3D model of my cat (Oliver). I used parametric equations to plot different parts of the body and the 3D Graphics function to create the model itself.
This is a model of a rowing shell on top of water with port and starboard oars next to it.
Using various types of equations from Multivariable calculus, we modeled our breakfast from Erdman Dining Hall in Mathematica.
We want to connect math with our daily lives. We plan to make a fruit platter with green and red apples, oranges, a carambola, a persimmon and several cherry tomatoes. A visually striking 3D fruit platter with fruits can effectively demonstrate the application of mathematical concepts in creating realistic shapes by using parametric equations.
This poster shows basic models of 3D shapes found in Antoni Gaudi’s Sagrada Familia which were created using Mathematica.
In chemistry, the Valance Shell Electron Pair Repulsion theory predicts the three-dimensional geometry of a molecule based on the electron bond pairs and lone pairs of the central atom. Using Mathematica, we created the shape of 5 molecules that represent the basic geometries.
Investigation of gummy bear packages' filling capacity and their actual fill.