Summary

This shows off a volumes by slicing problem from Calculus II.
It is an approximation to the object formed by circles laying perpendicular to the x-axis whose edge lies on the curves y=-x^2+2 and y=x^2.

This design was created as part of the University of New Hampshire's ET401 "Introduction to 3D Printing" course. You can find design plans to this project and many others at; http://3dprinting.illustratingmath.com

Print Settings

Printer Brand:

Ultimaker

                                            <p class="detail-setting printer"><strong>Printer: </strong>                     <div><p><a rel="nofollow" href="https://ultimaker.com/" target="_blank">Ultimaker 3</a></p></div></p>                                                                                <p class="detail-setting rafts"><strong>Rafts: </strong>                     <div><p>Doesn't Matter</p></div></p>                                                                                <p class="detail-setting supports"><strong>Supports: </strong>                     <div><p>Yes</p></div></p>                                                                                <p class="detail-setting resolution"><strong>Resolution: </strong>                     <div><p>0.2</p></div></p>                                                                                <p class="detail-setting infill"><strong>Infill: </strong>                     <div><p>20%</p></div></p>                                                    <strong>Filament:</strong> eSun PLA                Green

Calculus prop