Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit302-10-20020613_202200_20020614_010600-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 20:22 |
End Time | | 2002/06/14 01:04 |
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 | | -23.77 |
Dipole Tilt, in Y-Z GSE plane, deg | | -14.41 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 137.60000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit302-10-20020613_202200_20020614_010600-constBx0 |
Minimum Dst Value | | -19 |
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 GOES-11 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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