Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit282-12-20020427_163300_20020427_211700-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/04/27 |
Start Time | | 2002/04/27 16:33 |
End Time | | 2002/04/27 21:15 |
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 | | -24.31 |
Dipole Tilt, in Y-Z GSE plane, deg | | -25.72 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 159.00000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit282-12-20020427_163300_20020427_211700-constBx0 |
Minimum Dst Value | | -10 |
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. |