The inverse square law presents limits when optimizing the following Ug (geometric unsharpness) factor: O a) object to source distance. Ob) object to film distance. Oc) the size of the source. Od) the geometric shape of the object. If the LPI method is to be performed at a temperature lower than the normal temperature, how should the new procedure be qualified? Oa) By increasing the dwell time to compensate for the temperature change. Ob) By using a comparator block to gauge the new procedure. Oc) Change the type of penetrants. Od) The normal LPI procedure should not be deviated from. Font Size

ENGR.ECONOMIC ANALYSIS
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The inverse square law presents limits when optimizing the following Ug (geometric unsharpness) factor:
O a) object to source distance.
Ob) object to film distance.
Oc) the size of the source.
Od) the geometric shape of the object.
Transcribed Image Text:The inverse square law presents limits when optimizing the following Ug (geometric unsharpness) factor: O a) object to source distance. Ob) object to film distance. Oc) the size of the source. Od) the geometric shape of the object.
If the LPI method is to be performed at a temperature lower than the normal temperature, how should the new
procedure be qualified?
Oa) By increasing the dwell time to compensate for the temperature change.
Ob) By using a comparator block to gauge the new procedure.
Oc) Change the type of penetrants.
Od) The normal LPI procedure should not be deviated from.
Font Size
Transcribed Image Text:If the LPI method is to be performed at a temperature lower than the normal temperature, how should the new procedure be qualified? Oa) By increasing the dwell time to compensate for the temperature change. Ob) By using a comparator block to gauge the new procedure. Oc) Change the type of penetrants. Od) The normal LPI procedure should not be deviated from. Font Size
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