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 Polar for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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