Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit364-03-20021107_004700_20021107_053100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/11/07 |
Start Time | | 2002/11/07 00:47 |
End Time | | 2002/11/07 05:29 |
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 | | 15.54 |
Dipole Tilt, in Y-Z GSE plane, deg | | 6.50 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 186.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit364-03-20021107_004700_20021107_053100-constBx0 |
Minimum Dst Value | | -38 |
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 GOES-10 for time period of this run.
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)
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