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-A for time period of this run.
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)
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