Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit255-05-20020221_015400_20020221_063800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/21 |
Start Time | | 2002/02/21 01:54 |
End Time | | 2002/02/21 06:36 |
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 | | 22.03 |
Dipole Tilt, in Y-Z GSE plane, deg | | -25.53 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 196.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit255-05-20020221_015400_20020221_063800-constBx0 |
Minimum Dst Value | | -2 |
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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