Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit263-01-20020311_073700_20020311_122200-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/11 |
Start Time | | 2002/03/11 07:37 |
End Time | | 2002/03/11 12:20 |
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 | | 6.24 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.03 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 180.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit263-01-20020311_073700_20020311_122200-constBx0 |
Minimum Dst Value | | -18 |
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 IMP-8 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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