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-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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