Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit302-08-20020613_105200_20020613_153600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/13 |
Start Time | | 2002/06/13 10:52 |
End Time | | 2002/06/13 15:34 |
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 | | -28.79 |
Dipole Tilt, in Y-Z GSE plane, deg | | 6.53 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 137.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit302-08-20020613_105200_20020613_153600-constBx0 |
Minimum Dst Value | | -10 |
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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