Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Treshunda_James_090523_11 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | July 05, 2010 |
Start Time | | 2010/07/05 06:00 |
End Time | | 2010/07/05 12:00 |
Key Words | | 20100705_substorm |
Model | | SWMF |
Model Version | | v20180525 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 13.37 |
Dipole Tilt, in Y-Z GSE plane, deg | | -8.53 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 75.20000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Treshunda_James_090523_11 |
Minimum Dst Value | | -11 |
SW Source | | OMNI |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for THEMIS-C for time period of this run.
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)
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