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 Wind for time period of this run.
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)
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