Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit266-07-20020319_152600_20020319_201000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/19 |
Start Time | | 2002/03/19 15:26 |
End Time | | 2002/03/19 20:08 |
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 | | -10.21 |
Dipole Tilt, in Y-Z GSE plane, deg | | -27.67 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 173.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit266-07-20020319_152600_20020319_201000-constBx0 |
Minimum Dst Value | | -21 |
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-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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