Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit262-09-20020310_123900_20020310_172400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/10 |
Start Time | | 2002/03/10 12:39 |
End Time | | 2002/03/10 17:22 |
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 | | -4.61 |
Dipole Tilt, in Y-Z GSE plane, deg | | -17.06 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 176.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit262-09-20020310_123900_20020310_172400-constBx0 |
Minimum Dst Value | | -20 |
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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