Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit313-11-20020710_061800_20020710_110300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/10 |
Start Time | | 2002/07/10 06:18 |
End Time | | 2002/07/10 11:01 |
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 | | -17.36 |
Dipole Tilt, in Y-Z GSE plane, deg | | 16.86 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 133.10000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit313-11-20020710_061800_20020710_110300-constBx0 |
Minimum Dst Value | | -2 |
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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