Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit371-01-20021123_065400_20021123_113900-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/11/23 |
Start Time | | 2002/11/23 06:54 |
End Time | | 2002/11/23 11:37 |
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 | | 25.00 |
Dipole Tilt, in Y-Z GSE plane, deg | | 22.58 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 143.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit371-01-20021123_065400_20021123_113900-constBx0 |
Minimum Dst Value | | -52 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Geotail for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |