Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit301-06-20020610_161900_20020610_210300-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2002/06/10 |
Start Time | | 2002/06/10 16:19 |
End Time | | 2002/06/10 21:01 |
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 | | -31.95 |
Dipole Tilt, in Y-Z GSE plane, deg | | -11.23 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 156.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit301-06-20020610_161900_20020610_210300-constBx0 |
Minimum Dst Value | | -38 |
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 GOES-10 for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |