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 Geotail for time period of this run.
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)
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