Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Jong-Sun_Park_071920_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
Cluster-1 | | | | - | Cluster-2 | | | | - | Cluster-3 | | | | - | Cluster-4 | | | | - | GOES-8 | | | | - | GOES-9 | | | | - | GOES-10 | | | | - | GOES-11 | | | | B plot | GOES-12 | | | | B plot | Geotail | | | | B plot | IMP-8 | | | | - | Polar | | | | - | Wind | | | | B plot |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | October 05, 2006 |
Start Time | | 2006/10/05 00:00 |
End Time | | 2006/10/05 08:00 |
Key Words | | electric potential |
Model | | LFM |
Model Version | | LTR-2_1_5 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -8.36 |
Dipole Tilt, in Y-Z GSE plane, deg | | -13.43 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 77.30000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Jong-Sun_Park_071920_2 |
Minimum Dst Value | | -17 |
SW Source | | ACE-realtime |
Diagnostic Indices | | NO |
|
View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for GOES-12 for time period of this run.
![](data: image/png;base64,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)
| VMR Tools created by Darren De Zeeuw. |