Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit267-11-20020322_193000_20020323_001400-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 19:30 |
End Time | | 2002/03/23 00:12 |
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 | | -4.16 |
Dipole Tilt, in Y-Z GSE plane, deg | | -33.46 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 170.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit267-11-20020322_193000_20020323_001400-constBx0 |
Minimum Dst Value | | -9 |
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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