Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit248-08-20020205_003300_20020205_051700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/05 |
Start Time | | 2002/02/05 00:33 |
End Time | | 2002/02/05 05:15 |
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 | | 26.18 |
Dipole Tilt, in Y-Z GSE plane, deg | | -24.20 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 214.50000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit248-08-20020205_003300_20020205_051700-constBx0 |
Minimum Dst Value | | -36 |
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.
Satellite data B plot for Polar for time period of this run.
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)
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