Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit360-08-20021029_121300_20021029_165800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/29 |
Start Time | | 2002/10/29 12:13 |
End Time | | 2002/10/29 16:56 |
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 | | 5.58 |
Dipole Tilt, in Y-Z GSE plane, deg | | 25.36 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 159.40000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit360-08-20021029_121300_20021029_165800-constBx0 |
Minimum Dst Value | | -34 |
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-8 for time period of this run.
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)
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