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STLC60133 SMALL SIGNAL SPICE MODEL
by Michele Fava, Stefano Garotta
This document outlines the small signal SPICE model of the STLC60133 xDSL Line Driver, a dual amplifier featuring a large bandwidth optimized for XDSL applications. Information about model features and limits, indication on model utilization and test circuit schematics are included.
INTRODUCTION STLC60133 small signal SPICE model is a simulation model of the STLC60133 xDSL Line Driver for AC analysis. It is a simplified but accurate derivation of the complete Eldo description of the circuit. xDSL systems performances heavily depend on Line Drivers features as distortion, noise and bandwidth. Distortion and noise are parameters very difficult to simulate with a simplified model, even using a full transistor model results are very far from the precision needed by an xDSL system. The value of a model lies on its capability to simulate reality, and the need of a simplified model comes from computing resources, these are the reasons why we focused our model only on small signal features. Those allow evaluating device compatibility with different application circuits (Line Interfaces) and main features of its AC behavior. Overall circuit performances should be verified with laboratory testing. Following sections describe model features, limits and performances. FEATURES STLC60133 small signal SPICE model is the small signal model of the STLC60133 xDSL line driver. It models one of the two amplifiers that compose the STLC60133. The model of the complete device is simply the union of two of these models, forming 4 inputs (IN1P, IN1N, IN2P, IN2N), 2 outputs (OUT1, OUT2) device. Active devices are modeled through their small signal models (hybrid model for transistors and small signal conductance for diodes), all components relevant parasitic resistance and capacitance has been taken into account. This model has been designed to run an AC analysis to evaluate STLC60133 performances when it is connected inside an application circuit, usually a line interface scheme. Testable characteristics are: Frequency response Input impedance Output impedance Open loop differential gain Stability These parameters are well modeled till frequencies above a few hundred MHz, than the effect of parasitic component begin more relevant and a direct laboratory testing is advised.
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LIMITS To use the STLC60133 small signal SPICE model in a correct way, model limits have to be clearly kept in mind. They are mainly the ones of a small signal model, this means that characteristics such as distortion, slew rate, output dynamic, output current capability and variation with temperature can not be simulated. Neither can be run DC nor transient analysis. TEST CIRCUIT SCHEMATIC Circuit schematic used to test model performances versus complete STLC60133 Eldo model, is described in this section. It helps to understand and verify model features. Special interest feature of the model is the frequency response of the Line Driver in an Open Loop configuration. As specified in [1] SPICE techniques permit the use of particular methods to obtain accurate gain and phase information for closed-loop analog circuits that use negative feedback. More precisely, Open Loop Gain (OLG) can be evaluated by collecting the potential of the input nodes in a noninverting closed loop configuration. The OLG is then given by the ratio: V(inm)/(V(inp)-V(inm)) ( 1) Looking at a tipycal loopback scheme: Figure 1. Loopback scheme
inp
+
-m in
G H
out
It can be seen that inm = H * out (2) So H = inm / out (3) at the same time out = G * (inp - inm) (4) so G = out / (inp - inm) (5 ) the OLG is defined as the product OLG = G * H by joining relation (3) and (5) OLG = inm / (inp - inm) that is still relation (1) Test circuit schematic used for the evaluation of the OLG is shown in Figure 2. As specified in [2], for proper device operating it is necessary to work with a gain level greater than 6, i.e. 15.6 dB.
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Figure 2. Open Loop Gain Test Circuit
inp
V1
X1 stlc60133
inm R2 600
R1 1.2k
out Rload 16.5
PERFORMANCES STLC60133 Model Open Loop differential Gain measured as specified in the previous paragraph is shown in Figure 3. Figure 3. STLC60133 model Frequency Response
80.00 60.00 40.00 20.00 0.00 -20.00
10 100 1K db(V(inm)/(v(inp)-V(inm))) F
10K
100K
1M
10M
100M
-0.01 -40.01 -80.01 -120.01 -160.00 -200.00
10 100 1K ph(V(inm)/(v(inp)-V(inm))) F
10K
100K
1M
10M
100M
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Comparison between model and design guaranteed performances, as obtained from simulation with the complete Eldo description of the circuit, is shown in Table 1. Table 1. Performances Comparison
Complete Model DC gain [dB] first pole [KHz]* GBWP [MHz] phase margin 61.5 42.7 46.7 65 STLC60133 Small Signal SPICE Model 60.9 42.1 44.8 56.3
* defined as -3dB frequency
SCHEMATIC AND SUBCIRCUIT LISTING Model schematic is shown in figure 4. Figure 4. STLC60133 Small Signal SPICE Model Schematic
STLC60133 small signal spice model
G1 R3 1.5k C2 632f C3 532f R4 1.5k C1 5.13p R1 275 R2 36.3k Cm 0 2.76m Cm
G2 Cm 0 2.78m
R5 200 C4 12p
OP C7 938f
OP Am 6.97m C5 G4 Am 4p Bm Dm 29.9m G5 G3 Am Em 29.2m C6 4p gatep C10 25p C11 C12 938f ON Bm 6.97m G7 Bm In+ C17 Fm Gm 4.8m Em Dm G8 R7 266.5K Gm 0 Hm 3.8m Hm G9 R8 7.9k 5p R6 200 C13 18p C8 11p C9 8.6p
ON
G6 gatep 0 106m Out
C14 460f InC16 360f E1 R9 50 G10 G11
C15 410f
G13 Bm Em 5.53m
G12 Am Dm 5.45m Fm C20 8p C18 15.5p C19 5.88p
360f E2 R10 50
In+ E2 17.9m In- E1 17.9m
gaten G15 R11 30 Fm 0 24.17m Fm 0 25m G16 R12 16.1K
G14 gaten 0 63.55m
Input stage
2nd stage
Output stage
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SPICE Model Subcircuit listing can be copied in a file to be used as a subcircuit description for an electronic circuit analysis program such as Microcap * STLC60133 Small Signal Spice Subcircuit * Rev A * * Pin description * non-inverting input * | inverting input * | | output * ||| * ||| * ||| * ||| * ||| .SUBCKT STLC60133 1 2 3 * * Input Stage C2 ON 0 632F C3 OP 0 532F C7 Am OP 938F C12 Bm ON 938F C14 2 ON 460F C15 1 OP 410F C16 E1 2 360F C17 E2 1 360F R3 0 ON 1.5K R4 0 OP 1.5K R9 E1 20 50 R10 E2 20 50 G4 0 Am OP AM 6.97M G7 0 Bm ON BM 6.97M G10 ON E1 2 E1 17.9M G11 OP E2 1 E2 17.9M DATE SEPT 2002
* 2nd Stage C1 Cm 0 5.13P C5 Dm Bm 4P C6 Em Am 4P
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R1 0 Cm 275 R2 0 gatep 36.3K R7 gatep Gm 266.5K R8 Hm gaten 7.9K R11 Fm 0 30 R12 gaten 0 16.1K G1 gatep 0 CM 0 2.76M G2 Hm 0 CM 0 2.78M G3 Cm Em AM EM 29.2M G5 0 Dm BM DM 29.9M G8 gatep Gm FM GM 4.8M G9 gaten Hm 0 HM 3.8M G12 Fm Dm AM DM 5.45M G13 0 Em BM EM 5.53M G15 Gm 0 FM 0 24.17M G16 gaten 0 FM 0 25M
* Output Stage C4 3 6 12P C8 3 gatep 11P C9 0 3 8.6P C10 0 gatep 25P C11 gaten gatep 5P C13 3 14 18P C18 3 gaten 15.5P C19 0 3 5.88P C20 0 gaten 8P R5 gatep 6 200 R6 gaten 14 200 G6 3 0 gatep 0 106M G14 3 0 gaten 0 63.55M * .ENDS STLC60133
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FURTHER ENHANCEMENT Two digital pins (PWDN0 and PWDN1) allow the driver to work in full performance mode, in low-power mode or two intermediate bias states. For the time being only full performance mode is modeled, but in the future a parametric model will simulate the effect of bias current on AC performances too. BIBLIOGRAPHY [1] Hageman, Steven C., "Spice techniques facilitate analysis of feedback circuits" EDN, September 29, 1988. [2] STLC60133 XDSL LINE DRIVER datasheet.
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