Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit255-09-20020221_205400_20020222_013800-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 20:54 |
End Time | | 2002/02/22 01:36 |
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 | | 12.58 |
Dipole Tilt, in Y-Z GSE plane, deg | | -31.69 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 196.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit255-09-20020221_205400_20020222_013800-constBx0 |
Minimum Dst Value | | -9 |
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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