Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit345-08-20020923_193800_20020924_002300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/09/23 |
Start Time | | 2002/09/23 19:38 |
End Time | | 2002/09/24 00:21 |
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 | | -1.60 |
Dipole Tilt, in Y-Z GSE plane, deg | | 13.25 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 154.80000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit345-08-20020923_193800_20020924_002300-constBx0 |
Minimum Dst Value | | -18 |
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 Polar for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |