Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit267-07-20020322_003000_20020322_051400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/22 |
Start Time | | 2002/03/22 00:30 |
End Time | | 2002/03/22 05:12 |
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 | | 9.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | -29.59 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 170.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit267-07-20020322_003000_20020322_051400-constBx0 |
Minimum Dst Value | | -4 |
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 GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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