Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit288-10-20020511_133000_20020511_181400-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/05/11 |
Start Time | | 2002/05/11 13:30 |
End Time | | 2002/05/11 18:12 |
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 | | -27.80 |
Dipole Tilt, in Y-Z GSE plane, deg | | -10.70 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 191.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit288-10-20020511_133000_20020511_181400-constBx0 |
Minimum Dst Value | | -97 |
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 Cluster-1 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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