Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit353-09-20021013_011600_20021013_060100-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/10/13 |
Start Time | | 2002/10/13 01:16 |
End Time | | 2002/10/13 05:59 |
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 | | 17.87 |
Dipole Tilt, in Y-Z GSE plane, deg | | 17.79 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 178.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit353-09-20021013_011600_20021013_060100-constBx0 |
Minimum Dst Value | | -39 |
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.
Model values plot for GOES-10 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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