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-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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