Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit332-03-20020822_211500_20020823_020000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/08/22 |
Start Time | | 2002/08/22 21:15 |
End Time | | 2002/08/23 01:58 |
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 | | -9.74 |
Dipole Tilt, in Y-Z GSE plane, deg | | 10.19 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 225.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit332-03-20020822_211500_20020823_020000-constBx0 |
Minimum Dst Value | | -25 |
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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