Higher Order STM Levels

Scaling beyond STM-1: STM-4/16/64/256 rates and aggregate capacities.

Introduction: Scaling the Digital Highway

The foundational STM-1 (or OC-3) signal, with its bit rate of 155,52 Mbps155,52 \text{ Mbps}, provided a massive capacity boost over older PDH systems. However, the true power of SDH/SONET lies in its elegant and simple scalability. Network traffic is constantly growing, and a transport technology must be able to grow with it. The SDH/SONET hierarchy was designed to scale capacity in predictable, standardized steps, creating a digital highway with an ever-increasing number of lanes.

This is achieved by multiplexing multiple lower-level STM signals into a single, higher-level STM signal. This process is perfectly synchronous and relies on a clean, simple technique called . By combining multiple "trains" into one much larger, faster train, the network can efficiently transport huge volumes of data.

The SDH/SONET Rate Hierarchy

The hierarchy is built on a simple rule: each successive level is exactly four times the capacity of the level below it. This creates a predictable and consistent set of data rates that are recognized globally.

SDH/SONET Rate Hierarchy

×4

Click a level to see how it relates to the neighbors (×4 rule).

From lower level

Base level

To higher level

4 × STM-1 = STM-4

SDH LevelSONET LevelBit Rate (Exact Mbps)Common NameComposition
STM-1OC-3155.52155 MbpsBase Rate
STM-4OC-12622.08622 Mbps4×STM-14 \times \text{STM-1}
STM-16OC-482488.322.5 Gbps4×STM-44 \times \text{STM-4}
STM-64OC-1929953.2810 Gbps4×STM-164 \times \text{STM-16}
STM-256OC-76839813.1240 Gbps4×STM-644 \times \text{STM-64}

Note: While levels like STM-512 (80 Gbps) and STM-768 (120 Gbps) are theoretically defined, they were rarely deployed in practice, as the industry shifted towards increasing capacity via DWDM technology instead of higher single-wavelength TDM rates.

The Mechanics of Multiplexing: Creating an STM-N Frame

The process of creating a higher-level frame, like an STM-4 from four STM-1s, is a perfect illustration of synchronous, byte-interleaved multiplexing. It does not involve pointers or complex justification because all incoming STM-1 signals are assumed to be synchronized to the same master network clock.

4 × STM‑1 → STM‑4 (byte interleaving)

Interactive

Pick any column N: bytes N from STM‑1 #1, #2, #3, #4 are taken in turn to form STM‑4. Duration stays 125 µs.

Source STM‑1s

STM‑1 #1

STM‑1 #2

STM‑1 #3

STM‑1 #4

Resulting STM‑4 (column order)

STM‑1 #1STM‑1 #2STM‑1 #3STM‑1 #4
STM‑1 #1 • byte 1
STM‑1 #2 • byte 1
STM‑1 #3 • byte 1
STM‑1 #4 • byte 1

Click any number above to change the selected byte index. The STM‑4 column pulls bytes in order: #1, then #2, then #3, then #4, and repeats.

Creating an STM-4 from Four STM-1s

  1. Frame Alignment: The multiplexer first aligns the incoming four STM-1 frames in time. Since they are all synchronous, their frame boundaries line up perfectly.
  2. Byte Interleaving: The multiplexer constructs the new, larger STM-4 frame byte by byte. It takes the first byte from the first STM-1, then the first byte from the second STM-1, then from the third, then fourth. It repeats this process for the second byte of each STM-1, and so on, "weaving" them together.
  3. Resulting STM-4 Frame Structure:
    • Dimensions: The STM-4 frame still has 9 rows, but its width is four times that of an STM-1. It has 4×270=10804 \times 270 = 1080 columns.
    • Duration: Crucially, the duration of an STM-4 frame is still exactly 125 µs125 \text{ µs}. To transmit four times as many bytes in the same amount of time, the bit rate must be four times higher.
    • Bit Rate: 4×155,52 Mbps=622,08 Mbps4 \times 155,52 \text{ Mbps} = 622,08 \text{ Mbps}.
  4. Overhead Management: The overhead of the new STM-4 frame is created by combining and regenerating the overhead from the four incoming STM-1s.
    • Some overhead bytes, like the Framing Bytes (A1, A2) and the management channels (DCC), are simply interleaved. The STM-4 SOH will have four times as many of these bytes.
    • Other bytes, like the error-checking B1 and B2, are recalculated for the new, larger STM-4 frame.
    • The pointers (H1, H2, H3) from the original STM-1s are passed through transparently, as they are part of the payload (the AUGs) that is being interleaved.

STM-16, STM-64 and Beyond

The exact same principle applies to create even higher levels of the hierarchy.

Creating an STM-16 (2.5 Gbps)

  • Composition: An STM-16 is formed by byte-interleaving four STM-4 signals.
  • Frame Structure: 9 rows by 4×1080=43204 \times 1080 = 4320 columns.
  • Bit Rate: 4×622.08 Mbps=2488.32 Mbps≈2.5 Gbps4 \times 622.08 \text{ Mbps} = 2488.32 \text{ Mbps} \approx 2.5 \text{ Gbps}.
  • Note on Interleaving: At higher levels like STM-16, the interleaving process might be done on a multi-byte basis (e.g., interleaving 4-byte blocks instead of single bytes) to simplify the hardware design of the high-speed multiplexers. The logical principle remains the same.

Creating an STM-64 (10 Gbps)

  • Composition: An STM-64 is formed by byte-interleaving four STM-16 signals.
  • Bit Rate: 4×2488.32 Mbps=9953.28 Mbps≈10 Gbps4 \times 2488.32 \text{ Mbps} = 9953.28 \text{ Mbps} \approx 10 \text{ Gbps}.

The Limit of TDM and the Rise of WDM

While the SDH/SONET hierarchy theoretically continues to STM-256 (40 Gbps) and beyond, scaling to these speeds using pure becomes increasingly difficult and expensive. The electronics required to process signals at 40 billion cycles per second are extremely complex and power-hungry.

For this reason, the industry largely stopped at STM-64 (10 Gbps) as the highest commonly deployed TDM rate on a single wavelength. To achieve higher capacities, network operators turned to another form of multiplexing: Wavelength Division Multiplexing (WDM). Instead of sending one very fast 10 Gbps signal down a fiber, WDM technology allows operators to send many separate 10 Gbps signals down the same fiber simultaneously, each on a different "color" (wavelength) of light. This approach proved to be a more cost-effective and scalable path to the terabit-per-second capacities of modern networks.

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