Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Treshunda_James_122123_5 | |
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 | | 2013/10/18 10:00 |
End Time | | 2013/10/19 12:00 |
Key Words | | 20131018_qt |
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 | | -12.91 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.25 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | -1.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Treshunda_James_122123_5 |
Minimum Dst Value | | -16 |
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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