| Device Properties |
| Property name |
Property type |
Description |
| AsymmetryAttributeName |
Tango::DEV_STRING |
The name of the bender device attribute representing assymetry between
the motors benders. |
| AttributePiezoName |
Tango::DEV_STRING |
The name of the attribute to the reach the good attribute for the galil piezo ana device. |
| AttributePositionName |
Tango::DEV_STRING |
The name of the position attribute motor. |
| AUnspin |
Tango::DEV_DOUBLE |
Represents the AUnspin coefficient of the Unspin equation :
Unspin = AUnspin X Energy + BUnspin. |
| Bender1AttributeName |
Tango::DEV_STRING |
the name of the bender1 attribute of the bender device. |
| Bender2AttributeName |
Tango::DEV_STRING |
The name of the bender2 attribute of the bender device. |
| BenderAttributeName |
Tango::DEV_STRING |
Tne name of the attribute for the pseudo bender value to reach by the bender device. |
| BenderDeviceName |
Tango::DEV_STRING |
The name of the bender device to reach in order to apply a bending value. |
| BenderRadiusAttributeName |
Tango::DEV_STRING |
The bender radius attribute name of the bender device. |
| BenderStateCommandName |
Tango::DEV_STRING |
The bender state command name |
| BUnspin |
Tango::DEV_DOUBLE |
Represents the BUnspin coefficient of the Unspin equation :
Unspin = AUnspin X Energy + BUnspin. |
| CommandStateName |
Tango::DEV_STRING |
Gives the name of the STATE command according the target device.
For simulated motors it is State. |
| CommandStopName |
Tango::DEV_STRING |
Name of the STOP command for the reached device. |
| DefaultFunctioningMode |
Tango::DEV_ULONG |
The default functioning mode used when the init command is called |
| DefaultSlot |
Tango::DEV_ULONG |
The default slot used when init command is called |
| DistanceBetweenMonochromatorAndFocusingPoint |
Tango::DEV_DOUBLE |
The distance q which represent the distance between monochromator and the focusing point. |
| DistanceBetweenSourceAndMonochromator |
Tango::DEV_DOUBLE |
This property represents the p variable in the curvature computing.
It represents a fixed distance between the beam source and the monochromator. |
| Rs2MotorName |
Tango::DEV_STRING |
Name of the Rs2 (Roll of the second crystal) Motor
to create the proxy to this motor. |
| Rx2_1MotorName |
Tango::DEV_STRING |
Name of the Rx2_1 fine pusher Motor to create the proxy to this motor. |
| Rz2MotorName |
Tango::DEV_STRING |
Name of the Rz2 (Yaw of the second crystal) Motor
to create the proxy to this motor. |
| ThetaBraggMotorName |
Tango::DEV_STRING |
Name of the Theta Bragg Motor to create the proxy to this motor. |
| Tz2MotorName |
Tango::DEV_STRING |
Name of the Tz2 (Elevation translation of the second crystal) Motor
to create the proxy to this motor. |
| UnspinMotorName |
Tango::DEV_STRING |
Name of the Unspin (unspin of second crystal) Motor
to create the proxy to this motor. |
| FinePitchPolynomialCoeffMeanRadius |
Array of double |
Polynomial coefficients to compute the fine pitch from the energy when the radius type is mean, according to the given formula :
finepitch = coeff[0]*energy^4 + coeff[1]*energy^3 + coeff[2]*energy^2 + coeff[3]*energy^1 + coeff[4]
|
| FinePitchPolynomialCoeffSpotRadius |
Array of double |
Polynomial coefficients to compute the fine pitch from the energy when the radius type is spot, according to the given formula :
finepitch = coeff[0]*energy^4 + coeff[1]*energy^3 + coeff[2]*energy^2 + coeff[3]*energy^1 + coeff[4]
|
| YawPolynomialCoeffMeanRadius |
Array of double |
Polynomial coefficients to compute the yaw from the energy when the radius type is mean, according to the given formula :
yaw = coeff[0]*energy^4 + coeff[1]*energy^3 + coeff[2]*energy^2 + coeff[3]*energy^1 + coeff[4]
|
| YawPolynomialCoeffSpotRadius |
Array of double |
Polynomial coefficients to compute the yaw from the energy when the radius type is spot, according to the given formula :
yaw = coeff[0]*energy^4 + coeff[1]*energy^3 + coeff[2]*energy^2 + coeff[3]*energy^1 + coeff[4]
|
| RollPolynomialCoeffMeanRadius |
Array of double |
Polynomial coefficients to compute the roll from the energy when the radius type is mean, according to the given formula :
Roll = coeff[0]*energy^4 + coeff[1]*energy^3 + coeff[2]*energy^2 + coeff[3]*energy^1 + coeff[4]
|
| RollPolynomialCoeffSpotRadius |
Array of double |
Polynomial coefficients to compute the roll from the energy when the radius type is spot, according to the given formula :
roll = coeff[0]*energy^4 + coeff[1]*energy^3 + coeff[2]*energy^2 + coeff[3]*energy^1 + coeff[4]
|
| BenderPolynomialCoeffMeanRadius |
Array of double |
Polynomial coefficients to compute the bender from the energy when the radius type is mean, according to the given formula :
bender = coeff[0]*energy^4 + coeff[1]*energy^3 + coeff[2]*energy^2 + coeff[3]*energy^1 + coeff[4]
|
| BenderPolynomialCoeffSpotRadius |
Array of double |
Polynomial coefficients to compute the bender from the energy when the radius type is spot, according to the given formula :
bender = coeff[0]*energy^4 + coeff[1]*energy^3 + coeff[2]*energy^2 + coeff[3]*energy^1 + coeff[4]
|
