Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit265-11-20020318_012300_20020318_060700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/03/18 |
Start Time | | 2002/03/18 01:23 |
End Time | | 2002/03/18 06:05 |
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 | | 11.63 |
Dipole Tilt, in Y-Z GSE plane, deg | | -28.18 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 176.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit265-11-20020318_012300_20020318_060700-constBx0 |
Minimum Dst Value | | -1 |
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-9 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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