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.
Data/Model comparison B plot for Polar for time period of this run.
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)
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