Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit302-04-20020612_155200_20020612_203600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/06/12 |
Start Time | | 2002/06/12 15:52 |
End Time | | 2002/06/12 20:34 |
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 | | -32.51 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.45 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 146.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit302-04-20020612_155200_20020612_203600-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 GOES-8 for time period of this run.
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)
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