Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Agnit_Mukhopadhyay_062717_6 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
|
|
|
View standard CCMC run page. | ?? |
Event Date | | August 31, 2001 |
Start Time | | 2001/08/31 00:00 |
End Time | | 2001/09/01 02:00 |
Key Words | | CPCP |
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 | | 5.44 |
Dipole Tilt, in Y-Z GSE plane, deg | | -11.95 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 192.20000 |
Conductance Model | | TIEGCM |
Corotation | | real |
Run Number | | Agnit_Mukhopadhyay_062717_6 |
Minimum Dst Value | | -40 |
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. |