Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit269-12-20020327_183600_20020327_231600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/27 |
Start Time | | 2002/03/27 18:36 |
End Time | | 2002/03/27 23:14 |
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 | | -8.94 |
Dipole Tilt, in Y-Z GSE plane, deg | | -32.53 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 168.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit269-12-20020327_183600_20020327_231600-constBx0 |
Minimum Dst Value | | -16 |
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-3 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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