John Stanford

John Stanford published 6 applications on Google Play, 7 people rated these apps with an average rating of 2.08!

Cycles by John StanfordCycles

Rated 5.00(3) — John Stanford

Cycles is intended as an educational tool for learning how ideal thermodynamic power cycles work. It currently supports the Carnot, Diesel, Otto, and open Brayton cycles. It allows you to specify the parameters for each cycle, then animates the cycle...

Free App
Earth Orbit by John StanfordEarth Orbit

Rated 0.00(0) — John Stanford

An educational engineering tool that simulates the orbit of an object around the Earth using governing equations derived using the Lagrangian method. The app includes an adjustable simulation based on user-specified initial conditions and six historical..

Free App
SimpleGPS by John StanfordSimpleGPS

Rated 0.00(0) — John Stanford

This is a GPS app for minimalists. It allows you to view your current location, store and navigate to waypoints, and that's about it. A few more features like the ability to search waypoints might be added in the future, but the name says it all. Simplici

Free App
DroidSense by John StanfordDroidSense

Rated 4.50(2) — John Stanford

DroidSense is an app that uses a Kalman filter to combine the sensors on an Android device with a mathematical model of rigid body rotation and translation to provide a continually updated estimate of the device's orientation and position. The data can...

Free App
Impulse by John StanfordImpulse

Rated 3.00(2) — John Stanford

Impulse is an educational tool designed to simulate ideal rocket engines based on user specifications. The user specifies the temperature and pressure in the combustion chamber, throat and exit areas, mass flow rate, mixture ratio, specific heat ratio...

Free App
Tumble by John StanfordTumble

Rated 0.00(0) — John Stanford

Tumble is a tool for simulating the rotational motion of a rigid body using user-specified parameters. The user creates a database of rigid body models based on moments of inertia and specifies initial conditions for each. The orientation is represented..

Free App