Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit357-11-20021022_230700_20021023_035100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/22 |
Start Time | | 2002/10/22 23:07 |
End Time | | 2002/10/23 03:49 |
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 | | 18.38 |
Dipole Tilt, in Y-Z GSE plane, deg | | 12.52 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 167.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit357-11-20021022_230700_20021023_035100-constBx0 |
Minimum Dst Value | | -17 |
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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