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id="fileId2"><oitarget><target>alphaboo</target></oitarget></file></files><targets><target><ident>alphaboo</ident><fileLink fileRef="fileId1"/><model name="limb_power1" type="limb_power"><desc>/* DOCUMENT lpb_limb_power(ufreq, vfreq, flux_weight, x, y, diameter, power)

    Returns the Fourier transform, at spatial frequencies (UFREQ,VFREQ), of
    a center-to-limb darkened disk of diameter DIAMETER, centered at coordinates (X,Y).
    The brightness distribution o, if expressed versus mu, which is the cosine
    of the azimuth of a surface element of the star,  follows
    a law of power POWER, and is normalized for mu = 1 (center of the star).
    o(mu) = mu^POWER.
    POWER equal to zero makes the function equivalent to lpb_disk.
    FLUX_WEIGHT is the intensity coefficient.
    NB: also works if DIAMETER=0 or abs(ufreq,vfreq)=0.  

SEE ALSO: lpb_functions
*/
</desc><parameter name="flux_weight1" type="flux_weight" id="flux_weight1"><value>1.0</value><minValue>0.0</minValue><hasFixedValue>true</hasFixedValue></parameter><parameter name="x1" type="x" id="x1"><units>mas</units><value>0.0</value><hasFixedValue>true</hasFixedValue></parameter><parameter name="y1" type="y" id="y1"><units>mas</units><value>0.0</value><hasFixedValue>true</hasFixedValue></parameter><parameter name="power1" type="power" id="power1"><value>0.0</value><minValue>0.0</minValue><maxValue>1.0</maxValue><hasFixedValue>false</hasFixedValue></parameter><parameterLink parameterRef="diameter1" type="diameter"/></model><normalize>false</normalize><residuals><residual name="VIS2" type="default"/></residuals></target><target><ident>alphaboo</ident><fileLink fileRef="fileId2"/><model name="limb_power2" type="limb_power"><desc>/* DOCUMENT lpb_limb_power(ufreq, vfreq, flux_weight, x, y, diameter, power)

    Returns the Fourier transform, at spatial frequencies (UFREQ,VFREQ), of
    a center-to-limb darkened disk of diameter DIAMETER, centered at coordinates (X,Y).
    The brightness distribution o, if expressed versus mu, which is the cosine
    of the azimuth of a surface element of the star,  follows
    a law of power POWER, and is normalized for mu = 1 (center of the star).
    o(mu) = mu^POWER.
    POWER equal to zero makes the function equivalent to lpb_disk.
    FLUX_WEIGHT is the intensity coefficient.
    NB: also works if DIAMETER=0 or abs(ufreq,vfreq)=0.  

SEE ALSO: lpb_functions
*/
</desc><parameter name="flux_weight2" type="flux_weight" id="flux_weight2"><value>1.0</value><minValue>0.0</minValue><hasFixedValue>true</hasFixedValue></parameter><parameter name="x2" type="x" id="x2"><units>mas</units><value>0.0</value><hasFixedValue>true</hasFixedValue></parameter><parameter name="y2" type="y" id="y2"><units>mas</units><value>0.0</value><hasFixedValue>true</hasFixedValue></parameter><parameter name="power2" type="power" id="power2"><value>0.0</value><minValue>0.0</minValue><maxValue>1.0</maxValue><hasFixedValue>false</hasFixedValue></parameter><parameterLink parameterRef="diameter1" type="diameter"/></model><normalize>false</normalize><residuals><residual name="VIS2" type="default"/></residuals></target></targets><parameters><parameter name="diameter1" type="diameter" id="diameter1"><units>mas</units><value>10.0</value><minValue>1.0</minValue><maxValue>30.0</maxValue><hasFixedValue>false</hasFixedValue></parameter></parameters><fitter>standard</fitter><results/><userInfo>Tuturial settings file for the example 2 : 
  Sharing parameters</userInfo></settings>