Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit387-05-20030101_032400_20030101_080800-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
Cluster-1 | | | | - | Cluster-2 | | | | - | Cluster-3 | | | | - | Cluster-4 | | | | - | GOES-8 | | | | B plot | GOES-9 | | | | - | GOES-10 | | | | B plot | GOES-11 | | | | - | GOES-12 | | | | - | Geotail | | | | - | IMP-8 | | | | - | Polar | | | | B plot | Wind | | | | B plot |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | 2003/01/01 |
Start Time | | 2003/01/01 03:24 |
End Time | | 2003/01/01 08:06 |
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 | | 32.36 |
Dipole Tilt, in Y-Z GSE plane, deg | | 0.57 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 111.20000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit387-05-20030101_032400_20030101_080800-constBx0 |
Minimum Dst Value | | -6 |
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. |