Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit271-09-20020331_223000_20020401_031500-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/31 |
Start Time | | 2002/03/31 22:30 |
End Time | | 2002/04/01 03:13 |
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 | | 0.46 |
Dipole Tilt, in Y-Z GSE plane, deg | | -32.24 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 204.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit271-09-20020331_223000_20020401_031500-constBx0 |
Minimum Dst Value | | -7 |
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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