Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit318-07-20020721_084500_20020721_133000-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/07/21 |
Start Time | | 2002/07/21 08:45 |
End Time | | 2002/07/21 13:28 |
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 | | -22.22 |
Dipole Tilt, in Y-Z GSE plane, deg | | 22.76 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 188.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit318-07-20020721_084500_20020721_133000-constBx0 |
Minimum Dst Value | | -26 |
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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