Search datasets

13 datasets found

• Source code (Python) for ePygenetics: An extraction tool for epigenetic data

  The University of Auckland

  Source code and documentation for a project designed as part of Medsci 736, a course on digital resource skills at the University of Auckland

• figures6and7EJP.ipynb

  The University of Auckland

  jupyter notebook to create the figures of our EJP article on earthquake location with school seismograms.

• create earthquake catalogue with obspy

  The University of Auckland

  First of three notebooks that form an intro to seismology with python in obspy

• Build inventory of seismic stations in a network and time window

  The University of Auckland

  A jupyter notebook that uses obspy to build an inventory of seismic stations with FDSN.

• taup seismic wave arrival time predictions

  The University of Auckland

  jupyter notebook that reads waveforms, and event info to make P- and S-wave arrival time predictions based on a spherically symmetric earth. The code is taup, wrapped in obspy.

• saveRTcomponents

  The University of Auckland

  A jupyter notebook to rotate the North and East components of a data stream to Radial and Transverse. Then, it writes these to file

• retrieve waveforms with FDSN client in obspy

  The University of Auckland

  A jupyter notebook to retrieve seismic waveforms from events in a previously established catalogue, for stations in a previously established inventory

• Chapter 2: buckingham pi notebook

  The University of Auckland

  A jupyter notebook to accompany Chapter 2 of A Guided Tour of Mathematical Methods for the Physical Sciences.

• Chapter 5, The Gradient

  The University of Auckland

  A jupyter notebook to illustrate the mathematical concept of the Gradient of a scalar function, applied to topography data from the Auckland Volcanic Field.

• Curl of a vector field

  The University of Auckland

  A jupyter notebook to illustrate the curl of a vector field. Examples are rigid rotation, and a curl-free model of hurricane winds or the Biot Savart Law.

• Chapter 6: Divergence of a vector field

  The University of Auckland

  A jupyter notebook that models the fluid flow in 2D, as a model to introduce the divergence of a vector field.

• Chapter 8: Theorem of Gauss

  The University of Auckland

  A notebook to illustrate the application of the Theorem of Gauss to gravitational acceleration.

• Supplemental Files

  The University of Auckland

  Supplemental Files referenced in doctoral thesis by Nicholas Knowlton