Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit291-12-20020519_021800_20020519_065700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/05/19 |
Start Time | | 2002/05/19 02:18 |
End Time | | 2002/05/19 06:55 |
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 | | -10.09 |
Dipole Tilt, in Y-Z GSE plane, deg | | -9.37 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 175.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit291-12-20020519_021800_20020519_065700-constBx0 |
Minimum Dst Value | | -42 |
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. |