Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit277-01-20020413_145300_20020413_193700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/04/13 |
Start Time | | 2002/04/13 14:53 |
End Time | | 2002/04/13 19:35 |
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 | | -19.74 |
Dipole Tilt, in Y-Z GSE plane, deg | | -17.94 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 227.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit277-01-20020413_145300_20020413_193700-constBx0 |
Minimum Dst Value | | -48 |
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 Geotail for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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