Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit262-08-20020310_075300_20020310_123800-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 07:53 |
End Time | | 2002/03/10 12:36 |
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 | | 5.92 |
Dipole Tilt, in Y-Z GSE plane, deg | | -12.83 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 176.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit262-08-20020310_075300_20020310_123800-constBx0 |
Minimum Dst Value | | -19 |
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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)
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