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