Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit265-03-20020316_112300_20020316_160700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/03/16 |
Start Time | | 2002/03/16 11:23 |
End Time | | 2002/03/16 16:05 |
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 | | -5.05 |
Dipole Tilt, in Y-Z GSE plane, deg | | -15.33 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 182.70000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit265-03-20020316_112300_20020316_160700-constBx0 |
Minimum Dst Value | | 3 |
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. |