August 2, 2026
expressions-of-feedback-resolution-for-absolute-encoders

Unlike the relative values output by an incremental encoder, every shaft position output by an absolute encoder corresponds to a unique digital value or word. This inherent characteristic allows these encoders to track shaft position even if there’s a power interruption, making them indispensable components in a wide array of industrial and automation applications where precision, reliability, and safety are paramount. From the intricate movements of robotic arms to the critical positioning in CNC machines, wind turbines, and medical diagnostic equipment, absolute encoders provide the foundational positional data that drives modern machinery.

Multiturn absolute rotary encoders and sensors report two distinct aspects of shaft position: the angular single-turn (ST) position over one revolution and the overall multiturn (MT) count—how many full revolutions have occurred. Consequently, an encoder’s ST resolution quantifies the number of discrete angular positions it can precisely track within a single rotation of its shaft. For example, an encoder with higher ST resolution can discern finer angular changes, leading to smoother motion control and greater positioning accuracy. Conversely, an encoder’s MT resolution indicates the maximum number of full revolutions it can uniquely count and report before the digitally reported value resets to zero. This capability is critical in applications requiring tracking over extensive linear distances or multiple rotational cycles, such as in large gantry systems or complex material handling equipment.

The expression of these resolutions can sometimes lead to confusion, particularly for certain binary counter-based encoder technologies, which encompass many optical and inductive designs. In these systems, both ST and MT values are typically expressed in the same units: bits, and in some instances, they can even be numerically equal. For instance, product data sheets from various suppliers often list ST and MT values in a combined format, such as:

  • Product version one = 11 bit ST + 12 bit MT
  • Product version two = 12 bit ST + 12 bit MT
  • Product version three = 13 bit ST + 12 bit MT
  • Product version four = 14 bit ST + 12 bit MT
  • Product version seven = 17 bit ST + 12 bit MT
  • Product version nine = 19 bit ST + 12 bit MT

Each bit in a digital system can represent one of two states: 0 or 1. The power of binary representation lies in its exponential growth; combining bits allows for a rapid increase in the number of unique values. The resulting bit count directly translates to how many distinct numerical states (binary digits) the encoder can output. Mathematically, an N-bit resolution means the encoder can distinguish 2^N unique positions. This digital representation is fundamental to how absolute encoders provide their unique position feedback.

Such expressions of bit depth are not arbitrary; they are intrinsically determined by the underlying electronics of the encoder system. Key factors include the memory depth allocated for storing positional data, the width of the internal counter circuits responsible for tracking rotations, and the length of the interface word used to transmit data to external controllers. These elements collectively dictate how counter-based encoders, irrespective of their sensing physics (be it optical, magnetic, or inductive), process, code, and store counts of both partial and full rotation increments.

To illustrate the practical implications of these specifications, consider product version four from the example lineup, which boasts a 14-bit ST and 12-bit MT resolution. This means the encoder is capable of discerning 2^14, or 16,384, different angular positions within a single revolution of its shaft. This level of granularity translates to an angular resolution of approximately 0.022 degrees (360 degrees / 16,384 positions), allowing for extremely precise control of rotational movements. Simultaneously, its 12-bit MT resolution enables it to keep a unique count of up to 2^12, or 4,096, complete turns of the shaft before its multiturn counter would cyclically reset. This combination of high single-turn and robust multiturn resolution makes such an encoder suitable for demanding applications requiring both fine angular control and extensive operational range.

The enduring prevalence of 12-bit resolution, particularly for the multiturn component, in feedback systems is not coincidental. It has historically been, and largely remains, a "sweet spot" that strikes a crucial balance among several practical design tradeoffs. From an engineering perspective, 12-bit resolution offered a sensible compromise between the complexity and cost of signal hardware memory, the power consumption required to maintain internal counts (especially in battery-backed multiturn designs), and the overall manufacturing cost. Concurrently, it often aligned well with the physical system needs and limitations of many industrial applications, providing sufficient range without incurring unnecessary expense or design overhead. While higher resolutions are increasingly available and adopted, 12-bit MT has proven robust for a vast segment of the market.

Counting Past the Published Limit: Modulo Positioning

As previously noted, typical multiturn absolute encoders that track, for example, 4,096 revolutions of the encoder wheel, provide accurate and unique position information only up to that maximum count. Beyond 4,096 turns, the digital position values would ordinarily begin to repeat, leading to ambiguity. However, modern industrial drives and controllers often incorporate a sophisticated feature known as modulo positioning. This specialized type of position tracking is designed to store any overflow movement—rotations or partial rotations that occur after the encoder’s internal multiturn limit has been reached. By continuously tracking this overflow, the system can provide accurate and unambiguous positioning information even beyond the maximum number of turns reported by the encoder itself. This capability is invaluable in applications requiring continuous, long-duration operation or extremely long linear travels where the physical range exceeds the encoder’s inherent multiturn capacity, such as in large automated storage and retrieval systems or conveyor belts that operate over many kilometers.

Other Multiturn-Resolution Expressions: Beyond Binary Counters

In contrast to multiturn resolutions expressed in bits, which are characteristic of binary counter-based systems, some encoders report MT resolutions in units of degrees or turns that are not neat whole powers of 2. An example might be an encoder specified with a multiturn resolution of "44 turns." Such a non-binary count often obliquely indicates that the sensor is employing a different underlying technology besides a digital counter to achieve its multiturn capabilities.

These alternative sensing mechanisms can include, but are not limited to, systems utilizing complex magnetic pole patterns, phase-shifted tracks, or other unique coding geometries. For these structures, the total multiturn range is determined by the combined periodicities of their sensing elements and the sophisticated interpolation algorithms used to resolve these patterns into a precise digital value. For instance, some magnetic multiturn encoders use multiple magnetic tracks with different pole counts or a complex gear train coupled with a single-turn magnetic sensor to achieve their multiturn count. These methods often provide excellent robustness in harsh environments, being less susceptible to contamination than optical counterparts. Resolvers, another type of angular position sensor, inherently provide analog sine/cosine signals that are then digitally converted, offering a different approach to absolute position sensing, often with non-binary ‘turn’ counts derived from their electrical periodicities.

Expressions of feedback resolution for absolute encoders

Engineering the Count: Factors Influencing Bit Depth

The precise bit depth of an absolute encoder is a culmination of several engineering decisions and technological capabilities. Beyond the fundamental binary nature, the internal electronics play a pivotal role. The processing power of the encoder’s microcontroller, the speed of its analog-to-digital converters (if applicable), and the sophistication of its signal processing algorithms all contribute to how accurately raw sensor data is translated into digital bits.

Memory Depth: For multiturn encoders, especially those employing battery-backed or Wiegand wire technologies, the internal memory allocated to store the accumulated revolution count directly impacts the MT bit depth. More memory allows for a larger number of unique turns to be stored.

Counter Width: The digital counter circuits within the encoder have a finite width, expressed in bits. A wider counter can hold a larger number, thus increasing the MT resolution. Similarly, the sophistication of the single-turn sensing element (e.g., the number of tracks on an optical code wheel or the density of magnetic poles) dictates the raw ST resolution, which is then processed by internal counters.

Interface Word Length: The communication protocol used to transmit the encoder’s position data also imposes a limit. If an encoder has, for example, 18-bit ST and 12-bit MT resolution, but the interface protocol (like SSI or BiSS) is configured for a total word length of 24 bits, the combined 30 bits (18+12) might need to be truncated or transmitted in multiple packets, or the encoder might only output up to the interface’s maximum word length, potentially underutilizing its full internal resolution. Common industrial interfaces like SSI, BiSS, Profibus, EtherCAT, PROFINET, and CANopen each have specific data frame structures that dictate the maximum number of bits they can reliably transmit per cycle.

The "Sweet Spot" of 12-Bit Resolution: A Practical Compromise

The persistent presence of 12-bit resolution, particularly for multiturn counts, reflects a historical and ongoing balance of practical engineering considerations. When encoder technologies were maturing, 12 bits provided 4,096 unique states, which was deemed sufficient for a vast majority of industrial applications. Higher bit counts demanded more complex circuitry, increased memory requirements, higher power consumption (critical for battery-backed systems), and consequently, higher manufacturing costs. For many applications, the marginal benefit of, say, 16-bit multiturn (65,536 turns) over 12-bit (4,096 turns) did not justify the increased expense and complexity. This practical sweet spot allowed for widespread adoption of absolute encoders by making them cost-effective and functionally robust for a broad market segment. While advancements in microelectronics have reduced the cost and power penalties for higher bit counts, 12-bit MT remains a strong baseline due to its proven reliability and cost-efficiency.

Diverse Sensing Mechanisms: When Resolution Isn’t a Power of Two

The article briefly mentions that non-binary MT resolutions (e.g., 44 turns) suggest technologies beyond digital counters. This opens the door to discussing the diverse physical principles employed in absolute encoder design.

Optical Encoders: These rely on a light source passing through or reflecting off a coded disc (code wheel) with patterns of transparent and opaque (or reflective) sections. Photodetectors read these patterns. For single-turn resolution, the density and complexity of the code tracks dictate the bit count. For multiturn, complex gearing mechanisms often translate multiple revolutions of the main shaft into fractional turns of a secondary, multi-track code wheel, with each gear stage adding to the total unique count. Optical encoders are known for very high precision and resolution but can be sensitive to contamination.

Magnetic Encoders: These employ magnetic fields and magnetic sensors (e.g., Hall effect sensors or magnetoresistive sensors). A magnetized disc or ring with a specific pole pattern rotates, and the sensors detect changes in the magnetic field. Magnetic encoders are inherently more robust than optical types, resisting dust, dirt, and moisture. Multiturn magnetic encoders often use arrays of magnetic sensors or multiple magnetic fields with different periodicities to achieve their multiturn count, sometimes leveraging principles like the Wiegand effect (generating energy pulses with each turn) for battery-less multiturn operation.

Inductive Encoders: Operating on principles of electromagnetic induction, these encoders use coils to generate and detect changes in an electromagnetic field as a conductive pattern rotates. They are extremely robust, immune to magnetic interference, and highly tolerant to extreme temperatures and vibrations. Inductive encoders can achieve high single-turn resolution, and multiturn capabilities are typically achieved through similar geared mechanisms or specialized inductive patterns that track multiple rotations.

For technologies not relying on direct binary counting, the resolution calculation involves more complex algorithms, often interpolating between coarser sensor readings to derive a finer position. This allows for flexible resolution values that may not strictly adhere to powers of two.

Interfacing the Data: From Sensor to System

The "digital word" representing the absolute position needs to be transmitted from the encoder to a control system (e.g., PLC, motion controller, drive). This transmission occurs via various industrial communication protocols, each with its characteristics regarding speed, robustness, and data format.

Expressions of feedback resolution for absolute encoders
  • SSI (Synchronous Serial Interface): A widely used, point-to-point, synchronous serial protocol. It’s simple, reliable, and offers high data rates. The encoder sends a data word of a specified length (e.g., 25 bits for 13 ST + 12 MT) in response to clock pulses from the master.
  • BiSS (Bidirectional Synchronous Serial): An open-source, high-speed, and intelligent protocol that builds upon SSI. It allows for both position data and diagnostic information to be transmitted, and it supports dynamic configuration.
  • EtherCAT, PROFINET, Ethernet/IP: These are industrial Ethernet protocols that offer high speed, real-time capabilities, and network integration. Encoders using these protocols are typically "smart" devices, integrating microcontrollers to handle the network stack. They can transmit much larger data packets, accommodating very high-resolution encoders and additional diagnostic data.
  • CANopen: A robust, event-driven, and message-based protocol often used in mobile machinery and smaller automation systems. It’s known for its reliability in harsh environments.

The choice of interface significantly impacts the overall system architecture, the data refresh rate, and the diagnostic capabilities available. The interface word length directly dictates how many bits of position data can be communicated in a single transmission, influencing the perceived resolution by the control system.

Implications for Industrial Automation and Motion Control

The meticulous selection and understanding of absolute encoder resolution have profound implications for the performance, reliability, and cost-effectiveness of industrial automation and motion control systems.

Precision, Speed, and Stability: Higher single-turn resolution enables finer control over angular movements, leading to smoother velocity profiles, reduced jerk, and more precise positioning. This is critical in applications like precision machining, semiconductor manufacturing, and medical imaging, where sub-micron accuracy might be required. The control loop’s stability is also enhanced as the controller receives more granular feedback, allowing for quicker and more accurate error correction.

Application-Specific Demands: The required resolution is always application-dependent. A simple conveyor belt might only need a relatively low-resolution encoder, while a robotic arm performing delicate surgical tasks demands extremely high ST and MT resolution. In linear applications, the encoder’s rotary resolution, combined with the lead screw pitch or wheel circumference, determines the linear positional accuracy. For example, a 14-bit ST encoder on a 5mm pitch lead screw can achieve linear resolution in the micron range.

Robustness and Reliability: The choice of encoder technology (optical, magnetic, inductive) and its associated resolution affects its robustness against environmental factors. While optical encoders offer very high resolution, magnetic and inductive types often provide better reliability in dusty, wet, or vibrating environments, even if their inherent resolution might be slightly lower.

Market Dynamics and Future Trajectories

The demand for higher resolution absolute encoders continues to grow, driven by the increasing sophistication of industrial automation, the proliferation of collaborative robotics, and the ongoing push towards Industry 4.0.

Rising Demand for Higher Resolution: As manufacturing processes become more precise, and autonomous systems require more accurate positional awareness, the need for encoders with 18-bit, 20-bit, or even higher single-turn resolutions, combined with extended multiturn capabilities (e.g., 16-bit MT or more), is expanding. This trend is particularly evident in applications such as advanced robotics, metrology equipment, and high-precision assembly lines.

Miniaturization and Smart Features: Alongside higher resolution, there’s a strong market drive for miniaturized encoders that can fit into increasingly compact system designs without sacrificing performance. Furthermore, the integration of "smart" features—such as integrated diagnostics, predictive maintenance capabilities, and advanced self-calibration—is becoming standard. These features leverage the encoder’s internal processing power and communication interfaces to provide not just position data, but also valuable insights into the health and operational status of the machine. This contributes to enhanced uptime and reduced maintenance costs.

In conclusion, understanding the nuances of feedback resolution for absolute encoders, particularly the distinction between single-turn and multiturn capabilities and their expression in bits, is fundamental for engineers and system designers. The interplay of encoder technology, electronic design, and communication protocols dictates the achievable resolution, directly impacting the precision, reliability, and overall performance of modern industrial machinery. As industries continue to evolve towards more autonomous and precise operations, the ongoing advancements in absolute encoder technology will remain a critical enabler of innovation and efficiency.