Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit327-04-20020811_042800_20020811_091300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/08/11 |
Start Time | | 2002/08/11 04:28 |
End Time | | 2002/08/11 09:11 |
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 | | -7.41 |
Dipole Tilt, in Y-Z GSE plane, deg | | 23.98 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 176.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit327-04-20020811_042800_20020811_091300-constBx0 |
Minimum Dst Value | | -14 |
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. |