Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit327-08-20020811_233200_20020812_041700-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 23:32 |
End Time | | 2002/08/12 04:15 |
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 | | -8.25 |
Dipole Tilt, in Y-Z GSE plane, deg | | 10.33 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 176.90000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit327-08-20020811_233200_20020812_041700-constBx0 |
Minimum Dst Value | | -30 |
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. |