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.
Satellite data B plot for Polar for time period of this run.
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)
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