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-C for time period of this run.
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)
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