Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit273-04-20020404_164800_20020404_213300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/04 |
Start Time | | 2002/04/04 16:48 |
End Time | | 2002/04/04 21:31 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -15.74 |
Dipole Tilt, in Y-Z GSE plane, deg | | -29.52 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 216.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit273-04-20020404_164800_20020404_213300-constBx0 |
Minimum Dst Value | | -11 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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