GE Position Sensors for Power Generation Turbines
How they work and how to operate them with an ASG S2A LVDT signal conditioner
LVDTs (Linear Variable Differential Transformers) are very commonly used as position sensors in power plants throughout the world. Working from AC voltages and frequencies not available from power lines, LVDTs require a signal conditioner to provide the necessary operating power. Alliance Sensors Group's model S2A module, designed specifically to be used in power gen applications, is considered by many power gen users be the most advanced and easy-to-use single channel LVDT signal conditioner on the market today. It can operate practically any LVDT or half-bridge (LVRT) position sensor currently in use.
However, users and systems integrators can be confused by unusual LVDT configurations, particularly in regard to the General Electric 185A1328 and 311A5178 series of LVDTs typically used with their gas turbines. Furthermore, for many years, GE has been using a contactless position sensor known as an inductive half-bridge for measuring the position of the operating shafts of steam turbine control valves. These sensors, often called VRTs or LVRTs, are used to provide position feedback from modulating throttle and governor valves, as well as to give open or closed condition feedback from bypass, stop, and interceptor valves. They are also used to monitor valve position on some turbine feedwater pumps. Some typical GE half-bridge part numbers include the 119C9638, 119C9639, and 196C8768 series. Again, there is some confusion among many systems integrators about how to connect these GE half-bridge sensors to an LVDT signal conditioner and how to calibrate them. This paper should help dispel any confusion about operating an S2A with a GE gas turbine LVDT or steam turbine half-bridge sensor.
Operating GE Gas Turbine LVDTs with an ASG S2A LVDT Signal Conditioner
The first section of this paper shows how these GE LVDTs differ from conventional LVDTs and how to operate them with an S2A LVDT signal conditioner module. To understand the differences between GE Gas Turbine LVDTs and conventional LVDTs, it is important to review the characteristics of an ordinary LVDT. Regardless of the method of construction actually used to make a conventional LVDT, it has a primary winding and two identical secondary windings that are usually connected in series opposition, with a movable permeable core to couple the primary to the secondaries, as shown in Figure 1 below.
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The electrical output of a typical LVDT as a function of its core's position is shown in Figure 2 below. Note that the plot of its AC output amplitude versus position shows the classical "V" shape commonly associated with an LVDT, with a minimum value called null at the center of its range of motion, and an increased output amplitude for core positions on either side of null. More important is the fact that the phase relationship of the differential AC output to the primary input voltage shifts abruptly by 180° as the core moves through null. It is this 180° phase shift that permits a user to know on which side of null the core is positioned. The voltages and frequency shown are typical of those found in the operation of a conventional LVDT. It is important to note that the actual excitation voltage utilized makes very little difference to an LVDT's performance. Only the excitation frequency is important for proper operation.
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The configuration of the LVDTs used by GE for various position sensing functions on their gas turbines is shown in Figure 3 below. The most obvious difference is the tap on the primary, but otherwise it does not seem to vary much from the view of a conventional LVDT. However, its electrical operation is really substantially different. Although it is tempting to view the primary tap as a center tap, it is not a center tap at all. Most often it is a 30% tap, but on a few models it is a 25% tap. The voltages shown are typical of those used by GE, but, as noted above, the sensor is a differential transformer and will function with whatever AC voltage is applied to operate it. For the sake of clarity, typical GE I/O values are used for the explanation of how this variety of LVDT works.
This LVDT hookup is generally known as a "Buck-Boost" configuration. As can be seen in Figure 3, the voltage at the tap is 30% of the excitation voltage that is being applied to the LVDTs primary, and is in phase with the primary voltage. The way the windings are connected, this 30% voltage, etap, is being added to the differential secondary voltage, which consists of e1, which is in phase with the primary voltage, to which has been added e2, which is 180° out of phase with the primary voltage. The turns ratio of these GE LVDTs is usually about 5:1, so, with a 7.07 V ACrms input, the full scale output of the secondaries, without the effect of the 30% tap, would be about 1.4 V ACrms, either in phase with the primary excitation or 180° out of phase with it. However, the 30% tap inserts an additional 2.1 V ACrms that is in phase with the primary excitation to be added to the voltages already in the secondaries. The result is plotted in Figure 4, which shows that the total AC output from the series connection of the two secondaries and the 30% tap is a voltage between 0.7 to 3.5 V ACrms, with no 180° phase shift as the LVDT's core moves from one end of its range of motion through null to the other end of its range.
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The electronics used by GE in their controllers requires this unusual AC output, but almost all these "Buck-Boost" LVDTs can be successfully operated with an ASG S2A signal conditioner module by using the appropriate connection configuration. The first thing to do is to ignore any connection to the primary tap. Instead, connect the LVDT in a 3-wire configuration, as shown in the S2A instruction manual. In this configuration, the high end of the primary is connected to J1-1 (or J1-2, if the output directional sense is reversed), the common connection of the primary and the series-connected secondaries is connected to J1-3, and the secondaries' high output is connected to J1-4. It is also necessary to move jumper J10 to its alternate position and to shift jumper J7 over to its high output position to increase the excitation to the LVDT's primary. After this 3-wire connection for a "Buck-Boost" LVDT has been completed, the S2A can be operated and the LVDT be calibrated in the normal manner shown in the S2A module's manual.
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ihhIYyB7iF412KoFfSX/Bxv8WPFfwO/4Iy/GTxT4L8S6/4P8T6X/Yn2PV9E1GbT7+08zXNPik8ueFlkTdG7odpGVdgeCRXyp/wQ21yH9nH/AILeft8fDbxxFe+HfGnxR8Znxb4V0+5s5iNa0qPUNana7jlVTEE8u9tiNzgkuwALRyBfo3/g6O/5QUfHP/uAf+pDplAHzD/wQg/4KL+P/g3+wD+0NL8b/FHjvx74h+FPhew+LGnal4hvZb651LR9U0MXkFtbz3EjPIEmtpY+WCB5sA/eC+L/APBt3+078drX/gqh8SfDHx7+MHxK8R6ZovwcPjC90/xZ4ivZ7LR3uX0O9ErW1xIUgkhgvHQkKpUFx8oJFeSft7fCXxRongb9gnw/4c1i+0uw/a9+CfhD4UeIUtpGUSQQX2kXaSR4wPO/0yKIlw48tpE24ck/Vf7OZ1v4Tf8AB05+2rP4M0O117xDoHwT+06BozTGGLUbmOx8Mva2rOFJQO4jQkA4ycA4oA+v9C/4OH/gpqPxK8Kadqfg746+E/BPj6+ttO8K/EbxD4DudN8IeI57kKYFtrqQiUhwxId4VULG7EhBuPrH7YX/AAVf+Gn7Gnxq8OfDTUNK+IXj34i+JbYalH4a8C+G5tf1Sx0/zNj388MXKQLh2ONzkRvtRsAH+en/AIKU/tN/Eb9vP/gmHa+JviL8SPjF4s+K/hLxyb3x14Dn8GHR/CPw4tg93aWzNKLOMG6b7VYoitcO4W6lDoSN9fpV8W/iTp3/AATi/wCDkXWv2gfipeeIbj4P/Hv4b23hzwbr1ho15rFra6l/xLQmmwpapNIZJfsMsqqiDcb3IB+dqAPobS/+Dj/4Ea/8HP2ivHdj4f8Aild6B+zRqmmaX4jYaVZxzas1/qMunwS2CPdqWTzYWdvP8hwjL8pbKDQsv+DiT4E/2p8MG1XQPjD4b8MfFmGw/sXxdq3gye28OJd3ccUiWD3u4o9wnmFZDB5sSNFLmTC5P4w6vrf/AAk/7H//AAWR1L+zbzRv7Q+I3he5/s+7i8m4sd/jTUG8mRP4XTO0r2IIr6R/4L3QrD/way/sWBFVAW8ENgDAyfCV+SfxJJ/GgD6f/ax/4KUeGP2S/wBvv9sW+8I6z+1D4z+L3wt+FI1xvBV7cwan8NNMLwaIsF9Z6fHMlxGYWurae6lO0JCdTcE/Llf+CY//AAXsvIv+CNniH46/Hjwn8YdVuvhtOs+u+JI/Ddtbaf4u/tPxBd2tumiu00UNwlmGghnGY/J2BRvPX55+KvgDWPir/wAHCX/BSjwt4d0+XVPEHiX9mfUtJ0yyiKh7u6n0Pw5FFEpYgAs7qoyQOetU/wBmrRbj9rr/AIM+PHnwX8Cwahq/xQ+GTXMHiPw7/Zt1He2FxB4qbWGtghizLM1mu4LHu+chGKsGAAP0y/a5/wCC1Xws/Yv/AGBvhh+0V4p0H4gX/gn4sHSv7IsdKsbOXVbf+0dOl1GD7RHJcxxLthhZX2SvhyANwyw6P9sH/gq/8M/2N/jb4c+Gl/pXxD8f/EXxLbrqEfhjwJ4bm8QapY2HmeW19PDF8ywqdxONzkI21G4B/Dz/AILAftz+Bv2i/wDg3d/Zl+HvhWPxZca78M9T8M6H4pkvPDl9YWWkajYeHr+ylszczxJDLMZElIWF3wsTFtpwD9ufHHxra/8ABMH/AIOVvE3x2+L7+JY/hX8b/h7B4W8Laza6JearBp+rKdNT+zES2SaTzXNhNIERAWN3wD87UAO/4IXf8FCr3xt+1D/wUW8bfET4peKdV+FPgDxamq6JJ4k1S9uLPwzpBvtffFtbzkm2TyIYB5MaKf3Uabcqqj64/Zd/4LkfB39qT42eGvAlro3xS8E6l4/gkvPBF74y8Jz6Pp3jq2SITNPps7kiaPYwILBCRjAORn8hP2SPgz4s/bh+F3/BYDw38PtN1zS/FHi/xZp2p6bo4t2g1BxFr2t3r6c0WVKySRRPbsh6GQqQeVPef8EtvgD8Dfj18ef2W9Gf4ift1ePPjX8HbXTtT1Xw/e3AXwt8JLy2itnmsbhb+1ie10+4NuIUhtHkaSGJUJBC0Afv34j1+08J+Hr/AFW/lW3sdMt5Lq5lbpHHGpZmP0AJr4i/4IS/tE+K/wBr/wDZZ8fftC+NvEGqz2HxX8a6pqmgaTeXcjWnhPRLNhZW9pFGztHGQbaWSRowod3LEE8n6c/bW+G+q/GP9jf4t+ENBvJtO1vxV4M1jR9OuYc+ZbXFxYzQxSLtIOVd1IwQcjqK/Hn9mr9r2H9ln/gzHGs2V3Nb61fadr/g6waCXy5o7vUtdv4d0bAgho4LhpQR8w8skdAaAPM/2Nf+CgP7Qj/8FGvhd+014t+JvxBv/wBmn4//ABg8QeAdI8O3eqzNo1naSAQaWws2k8uJRLLgMsSup02ZnY+Yd/2l+1d+0H4+8Of8HXf7Mvw50/xx4vsPh9r3w2vL/U/DFvrNzFo2o3C2/iUrNNaK4hkkBggIdkJBhj5+Rcfn9+1F/wAEZv2+Pgj/AMEq4tK8TfFL4Nz/AAY+Clk3juw8M6RB5Gs6RLbrNcvPDcLpUU32lPPuGZjdcln+Y8V754f/AGj7T9r7/g5b/YD+J1mNqeN/gQ2qSpuDGCd7DxT50RIJGUlDqfdTQB9Df8GjX7Qnj79pP/gm742134i+OfF/xA1u0+JN/Ywah4j1m51W6ht10vSnWFZZ3d1jDySMEBwDIxxljSf8F8P2hPH/AMHP+Ckf/BPDQvCPjfxh4V0Txr8SnsPEWn6RrNzY2uv2/wDanh9PJu4onVLiPZNMuyQMMSyDGGOeR/4Mqf8AlFl4+/7KrqP/AKaNHo/4OOv+Upn/AATH/wCyqv8A+nfw3QB9DD/g4c+EWo/ED42+EtH+Hvx58UeJ/gTrs2g6zpfh7weNXudSeGe8gmubUW07hbaN7Nt0t0bcDzoe7EL9N/sSftt/D3/goP8As+6X8TPhlqlxqnhnVJpbYG5tmtrm1nibbJDLG3Kupx6ghlIJBBr82/8Ag3JiVv8Agqh/wU1cqpdfioqg45AOr+JMjPvgfkK+cv8Ag3s/Ys8fft3f8EOfE3hH4c/HPxf+z9rWm/HW61ifxF4cW5a6vbdNAsIWsm8i7tX8t3njkOZCMwL8pOCoB79/wdP/ABq8feAvj9+x34Q8I/HLxh8BtE+I3iDV9H8ReItH8QXGk2thbvc6JD9tu/KngSSO2SeaT95IoUGT5kDE147+zf8AtF/Ez/gn/wD8FNP2dfh54Q/biP7b3hD4za3caX4l0uLUo9Xfw7EPIjW4aVr+9aIKsjzgLIny2k3yNuzXB/8ABVD/AIJteIvgD8fP2Bvg58bvjN4w/aWtPiD8X9Uj1DVfEkl7b3Q0u8ufClnLpqu95cTJHiOZw0cyEG5YqFYbj+y37G3/AAR+/Zs/4J/eLZ/EHwk+FOi+GNenjki/tSW7u9Tvoo5AodI57uWWSNGCDKowB54+Y5APzi/4Ju/8FXPEHwL/AG6f+Cg8PxCvPj18ZLPwv8R5LXwn4S8PWOo+LLrSLKHU9dWYWtuWMNlbIiWqMWaKPCwrnhQP0T8Jf8FgPgX45/Yh039oHTPEOq3XgLWNRj0Wzhg0e5n1e61OS4Fumnx2UaNLJctKQoVAwIO4Ep81fEH/AAbkxK3/AAVQ/wCCmrlVLr8VFUHHIB1fxJkZ98D8hXxr/wAElf2ofjX+x/8A8Gz3xh8Z/AfRH1XxlD8Yri1ub2Ky+3TeH7CTSNK86/jtyjrKyMI0w67EErSNkR7SAfsj+xl/wWS+HX7Yfx9uvhRP4L+MHwh+J0OmNrlt4Y+JPhVtB1DUrBWCtcwASSIybiRgsrHZIQpCMR5p41/4OTP2fvBni/XfL0L4y678OfCmrPoXiD4n6P4KnvPBeh3yvsNvNeK3mF97RBfLhcP9oiKlg2a/O39nDxhYePf+DkD9kj4k6f8AFL4q/GHwb4n8LatpVh458d6C2iJqd+ml6u0tpp8TWtsDbR/brTG1XHm3TgSMMYzv2jfiN4I/4J8ePvGZ/ZB1j9qP4C/HqPxWYbH4D614YudR8PePCtzEt1eWVtEtzbtB5AcpJ5+8x2+I1RWRiAfsv+2F/wAFSPhj+xtpPglb+Lxd4/8AEvxKhlufCHhbwLo8mu634lhjiE0kttBGQpjWNlbe7qCDkE4bHMWv7Vnhn/grD/wT6+LR+C/i7xb4Q8Sxafqfh15jFdaJ4g8Ha5FAWSOaNWSWKWOTyyQr4I3Lu61+eH/Ba/4HeMr39v79lT9oP4va78WfhF8N7fwE+i+PPEHwvubtr34baqba9mmeG5himkSKWS7SB5BBl4bdwTkgL9T/APBAn4M/CP4S/C34yfFP4Xan+0rrPhb4hayNSu9f+LctoT4pe2FzI+saeI0jmaO5FwWee5VZJdkeQCrUAe8/8EY/24rn/gol/wAE3vhv8TtUVE8SX1m+m68FAUPqFpI1vPIACdqymMSgdllA7V9T1+Wf/Bn98OdU8Df8EfrbU769nurTxj4y1bWNNikB22duggsmjTLH5TNZzvwFG6RuM5J/UygAooooAKKKKACiiigAooooAKKKKACiiigD4o/4OGOf+CQnxb/3tG/9PdhX2dbnNuv+6K+Mf+Dhn/lEJ8W/97Rv/T3YV9nW/wDx7L/uiuh/7pD/ABS/KJn9tBff8ezf7pr4x/4N5v8AlEH8Jv8Ae1n/ANPV/X2dff8AHs3+6a+Mf+Deb/lEH8Jv97Wf/T1f1S/3SX+KP5MpfEfa69BRQvQUVylBRRX4Xf8AB4Xong3xB8dv2I9O+I+rajoHw9vte1y28T6nYq0l3pulvcaCt3PEBHKzSRwGRlHlyEso+RvukA/dGivxB/4IbfsM/wDBPH/h4Fofi39mj46/F/4ifEz4d6VqGtppOt2j21h9jlhOmzSyGXSLXdt/tBMKkwbcynDKrCu2/wCCQ3/BUv8AZ2/ZW/4IufFL44eFvgtf/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Operating GE Steam Turbine Half-bridge (LVRT) Sensors with an S2A Signal Conditioner
First it is necessary to understand how GE half-bridge sensors function to see how to use them with an S2A signal conditioner. Figure 5 shows the schematic of a typical GE half-bridge sensor. Note that pins D and E play no role in the operation of the sensor, but are merely part of an "interrupt jumper" system which is used to notify the turbine control system that the connector has been removed. As shown in the schematic, the sensor consists of two identically-wound inductor coils connected in series encircling a movable permeable core long enough to overlap a portion of each coil. An AC voltage ein is applied to pins A and C. If the core is located symmetrically between the coils, each coil will have the same impedance and, assuming the output has no load, voltage eout between pins B and C will be 1/2 of ein.
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If the core is moved to include more of the coil connected between pins A and B, the inductance, and therefore the impedance, of that winding will increase, while the inductance, and hence the impedance, of the coil connected between pins B and C will decrease. The result will be a drop in the voltage eout. If the core were moved in the other direction, the reverse action would happen and eout would increase.
Thus, the half-bridge acts as an AC voltage divider. Over a limited range of motion, and excited at an appropriate input frequency, this operation can be reasonably linear if the change in impedance of each winding is largely due to its inductance rather than to its DC resistance, as shown in Figure 6 below.
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The shaded symmetrical areas represent the different AC output levels developed by different sensors. Several things stand out in Figure 6. First is that the output at mid-range is not zero as with an LVDT, but is half of the AC excitation. Second, there is not a 180° phase shift at "null" as with an LVDT. Both features specifically facilitate interfacing these sensors with GE's Mark 2 - 6 turbine control systems.
There are two other very important points of note in the operation of half-bridge sensors, both of which concern the excitation of the sensors. First, the magnitude of the AC excitation voltage has no bearing at all on the functioning of these sensors. The choice of 7.07 Vrms (20 Vp-p) by GE is merely dependent on the requirements of their control system. Second, the excitation frequency is chosen to make sure the impedance of the two windings is dominated by their inductive reactance at the chosen frequency, so that the DC resistance of the windings has a fairly small overall effect on the winding impedances.
When looking at Figure 6, it is easy to understand why it can be unduly difficult to set up and calibrate these GE half-bridge position sensors in the field. The primary reason is that a half-bridge sensor does not have a uniquely identifiable point in its range of motion like an LVDT's null point. Fortunately, ASG's S2A LVDT signal conditioner was designed not merely to work with inductive half-bridges, but to make their operation emulate that of an LVDT. Thus, anyone familiar with the techniques for calibrating an LVDT position sensor installed in a valve position feedback system using an S2A module will be able to utilize those very same techniques to calibrate a GE half-bridge sensor connected to an S2A module.
Figure 7 below shows that a GE inductive half-bridge connected to an S2A signal conditioner displays exactly the same type of AC output as would be developed if the S2A were connected to an LVDT. When using an S2A with a half-bridge sensor, the front panel LEDs function in the same way during calibration as if it were an LVDT, as does the Null Output voltage available at J4-1 and J4-2. While this app note has focused on the GE half-bridges used in power plants, these same considerations apply to operating any inductive half-bridge sensor with an S2A or any of its derivative LVDT signal conditioners.
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)
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)
The connection diagram for hooking up GE half-bridges to an S2A signal conditioner module is shown above. Hook up the GE half-bridge connector's pins to the numbers on the black plug, J1, as follows: Pin A goes to J1-1, pin B goes to J1-4, and pin C goes to J1-2. Pins E and F are not connected to the S2A at all. Also, move jumpers J7 and J10 over to their alternate positions. If the directional sense of the S2A's analog output is reversed from the desired output, either interchange the connections to J1-1 and J1-2, or flip the INVERT switch, DS2-3, inside of the S2A.
50/60 Hz GE Half-bridge Sensors used with ASG S2A Signal Conditioners in Steam Power Plants
This paper was based on the most common GE half-bridge sensors likely to be found in power plants today, all of which operate at 3 kHz. However, early on, GE used some half-bridge sensors that were operated with 24 Volts AC at 50/60 Hz and some even used 115 Volts AC, 50/60 Hz. Both systems integrators and power gen utilities should be aware of the risks of continuing to use a more than half-century old design of 50/60 Hz-operated GE half-bridges instead of the newer 3 kHz-operated sensors.
These 50/60 Hz units do not contain much ferromagnetic material beyond their core so their windings utilize many turns of fine wire to achieve the needed inductance. As a result, their winding impedance has a large resistive component, so that much of the AC input power gets dissipated in the resistance of the windings, leading these sensors to get quite hot internally during normal operation.
Because of the effects of thermal expansion and contraction on the winding insulation, these 50/60 Hz units have a history of developing intra-winding shorts, but which do not immediately produce significant output changes because there are so many turns of wire on each winding. Furthermore, sensor output linearity is also poor to begin with, typically ± 2% at FSO, and ± 5% at 110% of FSO, which often initially masks the effects of any such internal shorts. But over a period of time, the internal winding shorts can and often do increase, causing a net calibration shift that could result in a significant sensor output error.
Despite these issues, several integrators have had success using these old 50/60 Hz GE half-bridge sensors with an ASG S2A LVDT signal conditioner by operating them with the S2A's 1 kHz excitation frequency. In fact, some old sensors had such a low winding impedance at 1 kHz that it was necessary to operate them at 3 kHz. Typically, those integrators have utilized old stock of unused spares or ordered new units built to the old design, mostly because their utility customers are reluctant to change sensors over to newer, more reliable products, particularly in nuclear power plants, because of issues with certifications, testing, and related documentation. Even so, it is important to bear in mind that these 50/60 Hz sensors utilize a genuinely obsolete design, and that contactless inductive position sensing technology and sensor reliability have improved substantially in the intervening half-century or more.
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