Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Pelin_Iochem_051223_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | March 22, 2023 |
Start Time | | 2023/03/22 00:00 |
End Time | | 2023/03/27 00:00 |
Key Words | | joule heating |
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 | | -2.58 |
Dipole Tilt, in Y-Z GSE plane, deg | | 32.49 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 32 |
F10.7 | | 157.00000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Pelin_Iochem_051223_2 |
Minimum Dst Value | | -163 |
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-B for time period of this run.
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