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-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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