Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Treshunda_James_110623_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | |
Start Time | | 2016/07/01 02:30 |
End Time | | 2016/07/01 08:00 |
Key Words | | 20170527_substorm_2 |
Model | | SWMF |
Model Version | | v20230424 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 15.23 |
Dipole Tilt, in Y-Z GSE plane, deg | | 1.67 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Treshunda_James_110623_1 |
Minimum Dst Value | | -4 |
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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