-
Calculate mounting factor:
*L [m]
-
Threaded connection:
-
Other connection types:
-
-
Calculate Reynolds number:
-
Calculate Strouhal number:
-
Calculate natural frequency:
*L [m], B[m,] E[Pag]
-
Calculate average outside diameter:
-
Tapered thermowell:
-
Other thermowells:
-
Calculate approximate natural frequency:
-
Calculate correction factor Hf
-
Tapered and straight thermowell:
-
Stepped thermowell:
-
Calculate correction factor Haf:
-
Calculate correction factor Has:
-
Calculate natural frequency with ideal support:
-
Calculate natural frequency of the mounted thermowell:
-
-
Calculate Vortex shedding frequency
*B[m]
-
Calculate Scruton number:
*B[m]
-
Calculate miscellaneous parameters:
*B[m], L[m], E[Pag
-
Parameter Gsp
-
Tapered and straight thermowell:
-
Stepped thermowell
-
Parameter Grd (for stepped thermowell only):
-
Stress concentration factor:
-
Threaded connections:
-
Other connections:
-
Stress concentration factor at support plane (for stepped thermowell only):
-
Temperature de-rating factor:
-
-
Calculate Frequency Limit
-
Low density gases: Nsc >2.5 and Tr ,100000
-
General case: Other values of Nsc and Re
-
-
Compliance with the frequency limit requirement:
-
Initial evaluation of compliance:
-
The thermowell is in compliance with the frequency limit requirement if;
Go to step 10.
-
The thermowell is non-compliant with the frequency limit requirement if;
Go to step 10.
-
Evaluate compliance with cyclic stress limit for general case:
-
Calculate velocity for in-line resonance:
-
Calculate cyclic drag stress at the root:
-
Calculate combined drag and lift stresses:
-
Calculate fatigue stress limit:
-
Compliance with cyclic stress limit:
-
Tapered and straight thermowell:
-
Not compliant with the cyclic stress limit and frequency limit if;
Go to step 10.
-
Complies with the cyclic stress limit if;
Set new frequency limit:
Go to step 9g
-
-
Stepped thermowell:
-
Not compliant with the cyclic stress limit and frequency limit if;
Go to step 10.
-
Case
Calculate:
-
Not compliant with the cyclic stress limit and frequency limit if;
Go to step 10.
-
Complies with the cyclic stress limit if;
Set new frequency limit:
Go to step 9-g.
-
-
Re-evaluate compliance with the frequency limit requirement if cyclic stress is acceptable:
-
The thermowell is in compliance with the frequency limit requirement if;
-
The thermowell is in non-compliant with the frequency limit requirement if;
-
-
Compliance with the static stress limit requirement:
*B[m], P[Pag], S[Pag]
-
Calculate radial, tangential, and axial stress due to external pressure:
-
Calculate steady-state drag stress at the root:
-
Calculate steady-state stress due to the drag force:
-
Calculate maximum stress:
-
Calculate left-hand side of the Von Mises criteria:
-
Calculate right-hand side of the Von Mises criteria:
Compliance
-
Tapered and straight thermowell:
-
Not compiled with the static stress limit if;
-
Complies with the static limit if;
-
-
Stepped thermowell:
-
Not compiled with the static stress limit if;
-
Case
Calculate:
-
Not compliant with the static stress limit if;
-
Complies with the static stress limit if;
-
-
-
Compliance with the Dynamic Stress Limit requirement
Calculate parameters:
-
Calculate drag and lift stresses at the root:
-
Calculate combined drag and lift stresses:
-
Calculate fatigue stress limit:
Compliance
-
Tapered and straight thermowell
-
Not compliant with the dynamic stress limit if;
-
Complies with the dynamic stress limit if;
-
-
Stepped thermowell
-
Not compliant with the dynamic stress limit if;
Go to Compliance with the Hydrostatic Pressure Limit requirement section in this topic
-
-
-
Calculate:
-
Not compliant with the dynamic stress limit if;
-
Complies with the dynamic stress limit if;
-
-
-
Compliance with the Hydrostatic Pressure Limit requirement
*B[m], P[Pag], S[Pag]
-
Calculate pressure rating for the shank:
-
Calculate external pressure rating for the tip:
-
Calculate pressure rating of the thermowell:
-
Compliance
-
Not compliant with the hydrostatic pressure limit if;
-
Compliant with hydrostatic pressure limit if;