IDT 9FGV1006, 9FGV1005 Register Descriptions And Programming Manual

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9FGV1006 Register Descriptions and Programming Guide

Register Descriptions

The register descriptions section describes the behavior and function of the customer-programmable non-volatile-memory registers in the 9FGV1006 clock generator.
For details of product operation, refer to the product datasheet.

9FGV1006 Clock Register Set

The device contains volatile (RAM) 8-bit registers and non-volatile 8-bit registers (Figure 1). The non-volatile registers are One-Time Programmable (OTP) and will be pre-programmed at the factory with a custom dash-code configuration.
2
The device can start up in “I Also see the datasheet. I pull-up is added to the REF0_SEL_I2C# pin. Pre-programming settings determine which of the 4 OTP banks is loaded into RAM registers at power up in I from a different OTP bank.

Figure 1. Register Maps

2
C mode. Using I2C commands the configuration can be changed and there are also commands to reload a configuration
C mode” or in “Hardware Select Mode”, depending upon the status of the REF0_SEL_I2C# pin at power up.
2
C access is only possible when the device has started up in I2C mode. Startup in I2C mode is default when no
2
C.

User Configuration Selection

At power-up, the voltage at REF0_SEL_I2CB pin 23 is latched by the part and used to select the state of SEL0/SCL and SEL1/SDA pins (Table 1).
When a weak pull-up (10k) is placed on REF0_SEL_I2C#, the SEL0/SCL and SEL1/SDA pins will be configured as hardware select inputs, SEL0 and SEL1. Connecting SEL0 and SEL1 to VDDD and/or GND selects one of 4 configuration register sets, CFG0 through CFG3, which is then loaded into the non-volatile configuration registers to configure the clock synthesizer. The CFG0 through CFG3 configurations are preprogrammed at the factory according to customer specifications and assigned a specific (dash) part number.
When a weak pull-down is placed on REF0_SEL_I2C# (or when it is left floating to use internal pull-down), the pins SEL0 and SEL1 will be configured as an I configuration registers to configure the clock synthesizer but the device can be configured to load any of the other configurations. The host system can use the I
2
C interface's SDA and SCL slave bus. Configuration register set CFG0 is commonly loaded into the non-volatile
2
C bus to update the volatile RAM registers to change the configuration, and to read status registers.
1©2017 Integrated Device Technology, Inc. October 20, 2017
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Table 1. Power-Up Setting of Hardware Select Pin vs I
9FGV1006 Register Descriptions and Programming Guide
2
C Mode, and Default OTP Configuration Register
REF0_SEL_I2CB Strap at
Power-Up
SEL1/SDA pin SEL0/SCL pin Function
0 0 OTP bank CFG0 used to initialize RAM configuration registers.
0 1 OTP bank CFG1 used to initialize RAM configuration registers.
10k pull-up
1 0 OTP bank CFG2 used to initialize RAM configuration registers.
1 1 OTP bank CFG3 used to initialize RAM configuration registers.
10k pull-down or floating SDA SCL
OTP bank CFG0 used to initialize RAM configuration registers.
I2C bus enabled to access registers.

I2C Interface and Register Access

When powered up in I2C mode, the device allows access to internal RAM registers. The default device address is 0xD0 for 8 bits or 0x68 for 7 bits. The device can be preprogrammed for addresses in the range 0xD0-D2-D4-D6 for 8 bits or 0x68-69-6A-6B for 7 bits. The device acts as a slave device on the I interface accepts byte-oriented block write and block read operations. Two address bytes specify the register address of the byte position of the first register to write or read. Data bytes (registers) are accessed in sequential order from the lowest to the highest byte (most significant bit first). Read and write block transfers can be stopped after any complete byte transfer. During a write operation, data will not be moved into the registers until the STOP signal is received, at which point, all data received in the block write will be written simultaneously in the registers.
For full electrical I
2
C compliance, it is recommended to use external pull-up resistors for SDATA and SCLK. The internal pull-up resistors
have a size of 100k typical.
2
C bus using one of the four I2C addresses to allow multiple devices to be used in the system. The

Figure 2. I2C R/W Sequence

2©2017 Integrated Device Technology, Inc. October 20, 2017
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Table 2. RAM Overview

Register Address Function Description
0x00 Device / I
0x01 REF output settings.
0x02
0x04
0x05
0x07
0x08
0x0A
9FGV1006 Register Descriptions and Programming Guide
2
C settings.
Reserved.0x03
OUT1 output settings.0x06
Reserved.0x09
0x0B
OUT0 output settings.0x0C
0x0D
0x0E
Crystal oscillator settings.
0x0F
0x10
Fractional feedback divider (FFD) spread spectrum settings.
0x11
0x12 FFD integer value.
0x13
FFD fractional value.
0x14
0x15
FFD spread spectrum settings.
0x16
0x17
FFD miscellaneous.0x18
0x19
0x1A
PLL miscellaneous.
0x1B
0x1C
PLL loop filter settings.0x1D
0x1E
0x1F PLL feedback divider value.
3©2017 Integrated Device Technology, Inc. October 20, 2017
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Table 2. RAM Overview
Register Address Function Description
0x20
Integer output divider values.0x21
0x22
0x23 Reserved.
0x24 Reserved.
0x25 Miscellaneous device settings.
See Table 3 for details at the bit level.

Table 3. RAM Register Map

Register Address
Register Bit Default Function Description
Decimal Hex
9FGV1006 Register Descriptions and Programming Guide
7 0 Device preprogrammed? 0 = no, 1 = yes.
2
C device address. 00 = 0xD0 / 0x68, 01 = 0xD2 / 0x69, 10 = 0xD4 / 0x6A,
00 0x00
[6..5] 00
I 11= 0xD6 / 0x6B
[4..2] 00 Reserved.
[1..0] 00 Load configuration number at power-up
[7..6] 11 Enable REF outputs: 0x = REF0 disabled (unused), 1x = REF0 enabled.
50Reserved.
01 0x01
4 0 Behavior when REF is unused: 0 = Logic “0”, 1 = High impedance (tri-state).
[3..2] 11 REF outputs power supply voltage: 00 = 01 = 1.8V, 10 = 2.5V, 11 = 3.3V.
[1..0] 11 Reserved.
02 0x02 [7..0] 8F-hex Reserved.
03 0x03 [7..0] 01-hex Reserved.
04 0x04 [7..0] 44-hex Reserved.
7 1 Enable OUT1: 0 = disabled (unused), 1 = enabled.
OUT1 configuration:
000 = LP-HCSL, Low-power HCSL. 001 = CMOS1, Single-ended CMOS on true output pin.
05 0x05
[6..4] 000
011 = LVDS. 100 = CMOS2, Single-ended CMOS on complementary output pin. 101 = CMOSD, Differential CMOS. 111 = CMOSP, Two single-ended CMOS outputs, in-phase. 010 and 110 are not used.
1
.
2
.
[3..2] 11 OUT1 power supply voltage: 00 = 01 = 1.8V, 10 = 2.5V, 11 = 3.3V.
[1..0] 11 Reserved.
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Table 3. RAM Register Map (Cont.)
Register Address
Register Bit Default Function Description
Decimal Hex
70Reserved.
6 0 Behavior when OUT1 is unused: 0 = Logic “0”, 1 = High impedance (tri-state).
9FGV1006 Register Descriptions and Programming Guide
06 0x06
5 1 OUT1 LP-HCSL slew rate control: 0 = slow, 1 = fast.
4 1 OUT1 LP-HCSL impedance control: 0 = 85 differential, 1 = 100 differential.
[3..0] 0001 OUT1 LP-HCSL amplitude control: 650mVpp at 0000–950mVpp at 1111.
70Reserved.
[6..4] 101 OUT1 LVDS common mode control: 8μA at 000–11.5μA at 111.
07 0x07
30Reserved.
[2..0] 100 OUT1 LVDS amplitude control: 30μA at 000–65μA at 111.
08 0x08 [7..0] 8F-hex Reserved.
09 0x09 [7..0] 01-hex Reserved.
10 0x0A [7..0] 44-hex Reserved.
7 1 Enable OUT0: 0 = disabled (unused), 1 = enabled.
OUT0 configuration:
000 = LP-HCSL, Low-power HCSL. 001 = CMOS1, Single-ended CMOS on true output pin.
11 0x0B
[6..4] 000
011 = LVDS. 100 = CMOS2, Single-ended CMOS on complementary output pin. 101 = CMOSD, Differential CMOS. 111 = CMOSP, Two single-ended CMOS outputs, in-phase. 010 and 110 are not used.
12 0x0C
13 0x0D
[3..2] 11 OUT0 power supply voltage: 00 = 01 = 1.8V, 10 = 2.5V, 11 = 3.3V.
[1..0] 11 Reserved.
70Reserved.
6 0 Behavior when OUT0 is unused: 0 = Logic “0”, 1 = High impedance (tri-state).
5 0 OUT0 LP-HCSL slew rate control: 0 = slow, 1 = fast.
4 0 OUT0 LP-HCSL impedance control: 0 = 85 differential, 1 = 100 differential.
[3..0] 0001 OUT0 LP-HCSL amplitude control: 650mVpp at 0000–950mVpp at 1111.
70Reserved.
[6..4] 100 OUT0 LVDS common mode control: 8μA at 000–11.5μA at 111.
30Reserved.
[2..0] 100 OUT0 LVDS amplitude control: 30μA at 000–65μA at 111.
5©2017 Integrated Device Technology, Inc. October 20, 2017
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Table 3. RAM Register Map (Cont.)
Register Address
Register Bit Default Function Description
Decimal Hex
7 1 Crystal oscillator LDO: 0 = disabled, 1 = enabled.
60Reserved.
9FGV1006 Register Descriptions and Programming Guide
14 0x0E
[5..0] 000101
Crystal oscillator X1 pin capacitance: Cap (pF) = 10 + 0.44 × Bits[4..0] + 7.04 × Bit[5].
See section Crystal Load Capacitance Registers for crystal oscillator load capacitance configuration.
7 1 Crystal oscillator circuit: 0 = Disabled, 1 = Enabled.
15 0x0F
16 0x10
60Reserved.
[5..0] 000101
70
Crystal oscillator X2 pin capacitance: Cap (pF) = 7.98 + 0.442 × Bits[4..0] +
7.072 × Bit[5].
Fractional feedback divider (FFD) spread spectrum: 0 = disabled, 1 = enabled.
[6..4] 000 Reserved.
[3..0] 0000
FFD spread spectrum period, bits[11..8]. See section Fractional Feedback
Divider and Spread Spectrum for spread spectrum configuration.
17 0x11 [7..0] 00-hex FFD spread spectrum period, bits[7..0].
18 0x12 [7..0] 0C-hex
FFD integer value. See section Fractional Output Divider Configuration for fractional feedback divider configuration.
19 0x13 [7..0] 80-hex FFD fractional value, bits[15..8].
20 0x14 [7..0] 00-hex FFD fractional value, bits[7..0].
21 0x15 [7..0] 00-hex FFD spread spectrum step, bits[15..8].
22 0x16 [7..0] 00-hex FFD spread spectrum step, bits[7..0].
23 0x17 [7..0] 00-hex Reserved.
71
FFD reset-B: 0 = hold FFD in reset mode, 1 = release FFD.
Toggle to 0 and back to 1 to apply a reset or restart of the FFD.
[6..2] 00000 Reserved.
24 0x18
10
FFD integer mode: 0 = use fractional settings for a fractional feedback divider value.
1 = run feedback divider in integer mode in case the value is an integer (for best performance).
0 1 Enable FFD: 0 = FFD is disabled, 1 = FFD is enabled.
25 0x19 [7..0] 00-hex Reserved.
6©2017 Integrated Device Technology, Inc. October 20, 2017
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Table 3. RAM Register Map (Cont.)
Register Address
Register Bit Default Function Description
Decimal Hex
71
26 0x1A
60
[5..0] 100000 VCO band value. See bit 6.
7 1 Enable VCO: 0 = VCO disabled, 1 = VCO enabled.
6 1 Enable charge pump: 0 = CP disabled, 1 = CP enabled.
9FGV1006 Register Descriptions and Programming Guide
PLL, VCO band calibration start. Toggle to 0 and back to 1 to trigger a calibration.
The calibration engages at the moment the bit moves from 0 to 1. The calibration finds the optimum VCO band for the current VCO frequency.
Override VCO band: 0 = use calibrated VCO band, 1 = use VCO band value in bits [5..0].
27 0x1B
5 1 Enable PLL bias: 0 = PLL bias disabled, 1 = PLL bias enabled.
41Bypass 3
rd
pole in loop filter: 0 = use 3rd pole, 1 = 3rd pole bypassed.
[3..0] 1100 Reserved.
[7..4] 1010 Loop filter R-zero value.
28 0x1C
[3..0] 1111 Reserved.
29 0x1D [7..0] 00-hex Reserved.
[7..4] 0000 Reserved.
30 0x1E
[3..0] 1010 Charge pump current, 0 to 750μA with step of 50μA.
31 0x1F [7..0] 32-hex Reserved.
32 0x20 [7..0] 19-hex Reserved.
33 0x21 [7..0] 19-hex Integer output divider value, bits [7..0].
[7..4] 0000 Integer output divider value, bits [11..8].
34 0x22
[3..0] 0000 Reserved.
35 0x23 [7..0] 00-hex Reserved.
36 0x24 [7..0] F1-hex Reserved.
70Reserved.
6 1 Enable Integer output divide: 0 = disabled, 1 = enabled.
5 1 Enable crystal frequency doubler: 0 = disabled, 1 = enabled.
37 0x25
[4..3] 01 Reserved.
2 1 Integer output divide enable: 0 = disabled, 1 = enabled.
[1..0] 01 Reserved.
1
To be able to read this info you already need to know the device address.
2
These two bits show the configuration number 0~3 that will be loaded from OTP into registers at power up. When changing these bits
through I
2
I
2
C you instruct the chip to load another configuration from OTP. This is useful for switching between OTP configurations when in
C mode. This method is also used to step through each configuration for reading back OTP contents.
7©2017 Integrated Device Technology, Inc. October 20, 2017
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9FGV1006 Register Descriptions and Programming Guide

Block Diagram

Figure 3. 9FGV1006 Block Diagram

Equations:
FVCO = FCRYSTAL × Doubler × (Fractional Feedback Divider × 2)(see registers 0x10–0x19). FOUT0 = FOUT1 = FVCO / Integer Divider (see registers 0x21 and 0x22). Doubler is ×2 when enabled and ×1 when disabled. The total feedback divider value is the fractional counter settings with an additional ×2.
Limits:
FCRYSTAL: 10MHz–40MHz FVCO: 2300MHz–2600MHz Integer Output Divider: 8–4095 Feedback Divider: 12–255

Fractional Output Divider Configuration

The Fractional feedback divider (FFD) is composed of an 8-bit integer portion (address 0x12) and a 16-bit fractional portion (addresses 0x13 and 0x14).
FFD value P = INT(P) + FRAC(P) = FVCO / FPFD (1) FFD Integer [7..0] = DEC2HEX(INT(P)) (2)
The FFD divides the VCO frequency FVCO down to the phase-frequency detector frequency FPFD. Note the additional divide by 2, so F
= F
PFD
Convert FRAC(P) to hex with Eq.2 where ROUND2INT means to round to the nearest integer. The round-off error of P in ppm is the output frequency error in ppm.
FFD fraction [15..0] = DEC2HEX(ROUND2INT(216×FRAC(P))) (3)
Example: Assume a 25MHz crystal, 122.88MHz output clocks and the VCO frequency is 20 × 122.88MHz = 2457.6MHz.
The phase frequency detector frequency F
The integer portion is 24, so address 0x12 will be 18-hex. The fractional portion is 0.576.
VCO
/ (2 × P).
= 2 × 25MHz = 50MHz and the FFD value is 2457.6 / 2 / 50 = 24.576.
PFD
FFD Fraction [15..0] = DEC2HEX(ROUND2INT(216×0.576) = DEC2HEX(ROUND2INT(37748.736)) = DEC2HEX(37749) = 93 75.
Address 0x13 = 93-hex and address 0x14 = 75-hex.
There is a small error from the rounding. The actual FFD value is 24 + 37749 / 216 = 24.576004028. The rounding error is
24.576004028 / 24.576 - 1 = 0.16ppm.
8©2017 Integrated Device Technology, Inc. October 20, 2017
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9FGV1006 Register Descriptions and Programming Guide

Fractional Feedback Divider and Spread Spectrum

Spread spectrum capability is contained within the Fractional-N feedback divider associated with the PLL. When applied, triangle wave modulation of any spread spectrum amount, SS%AMT up to ±2.5% center spread and -5% down spread between 30 and 63kHz may be generated, independent of the output clock frequency. Five variables define spread spectrum in the FFD (see Table 4).

Table 4. Spread Spectrum Variables in the FFD

Name Function RAM Register Note
When SS Enable = 0, contents of Period and
SS Enable Spread spectrum control enable 0x10 [7].
FOD Integer Integer portion of the FOD value P 0x12 [7..0]. See equations 4 and 5 below.
Step registers are Don't Care.
When SS Enable = 1, enables the spread spectrum modulation.
FOD Fraction Fractional portion of the FOD value P
SS Period Spread spectrum modulation period
SS Step Modulation step size
Equations:
To calculate the spread spectrum registers, first determine the value in decimal of the FFD output divider P. The value of P will be the top of the triangle modulation wave. In case of Down Spread, this is perfect so we can use P as is. In case of Center Spread, we need to offset P.
Down spread:
— FFD value P = INT(P) + FRAC(P) = FVCO / (2 × FPFD) (4)
— See equations 2 and 3 in section Fractional Output Divider Configuration for address 0x12, 0x13 and 0x14 settings.
Center spread:
— FFD value P = INT(P) + FRAC(P) = (1 - SS% / 200) × (FVCO / (2 × FPFD)) (5)
— Note that the SS% value is the peak-to-peak value. so with ±1.0% center spread, the SS% value is 2.0%
0x13 [7..0] = Fraction [15..8].
0x14 [7..0] = Fraction [7..0].
0x10 [3..0] = Period [11..8].
0x11 [7..0] = Period [7..0].
0x15 [7..0] = Step [15..8].
0x16 [7..0] = Step [7..0].
See equations 4 and 5 below.
Total 12-bits for the period.
Defined as half the reciprocal of the modulation frequency and measured in cycles of the FFD output frequency.
Sets the time rate of change or time slope of the output clock frequency. See equation. 8 below.
See equation 6 below.
Consider one cycle of down spread triangular modulation; the FFD value is ramped down linearly from the P value followed by a linear ramp back up to the value of P. The modulated value of the FFD is always smaller than or equal to the value of P.
9©2017 Integrated Device Technology, Inc. October 20, 2017
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9FGV1006 Register Descriptions and Programming Guide

Figure 4. Spread Step and Period

The SS modulation period is defined as the amount of time steps it takes for the triangle to move from its lowest to its highest point. The period is essentially half of the modulation cycle or modulation rate. One time step is defined as one cycle of the output frequency FOUT. The period register setting needs to be half of the period decimal value, so essentially ¼ of the modulation cycle.
Period (decimal) = FPFD / (2×FSS) (6)
Period [11..0] = DEC2HEX(ROUND2INT(Period(decimal) / 2)) (7)
Given the required spread percentage and the period value, the step size is calculated as:
Step (decimal) = (SS% / 100) × P / Period (8)
Step [15..0] = DEC2HEX(ROUND2INT(224 × Step(decimal))) (9)
Example 1 with down spread (= default configuration):
FVCO = 2500MHz, FCLOCK = 100MHz with -0.5% down spread and 31.5kHz modulation rate.
The crystal is 25MHz and the doubler is enabled so FPFD = 25MHz × 2 = 50MHz.
FFD value P = (FVCO / (2 × FPFD)) = (2500 / (2×50)) = 25.
FOD integer [7..0] = DEC2HEX(25) = 19-hex.
FOD fraction [15..0] = DEC2HEX(ROUND2INT(216×0)) = DEC2HEX(ROUND2INT(0)) = 00 00 hex.
Period (decimal) = FPFD / (2×FSS) = 50 / (2×0.0315) = 793.6508.
Period [11:0] = DEC2HEX(ROUND2INT(Period(decimal) / 2)) = DEC2HEX(397) = 1 8D hex.
Step (decimal) = (SS% / 100) × P / Period = (0.5 / 100) × 25 / 793.6508 = 1.575 × 10-4.
Step [15..0] = DEC2HEX(ROUND2INT(224 × Step(decimal))) = DEC2HEX(2642) = 0A 42 hex.
Example 2 with center spread:
FVCO = 2430MHz, FOUT = 27MHz with ±1.0% center spread and 31.5kHz modulation rate.
The crystal is 25MHz and the doubler is enabled so FPFD = 25MHz × 2 = 50MHz.
FFD value P = (1 - SS% / 200) × (FVCO / (2 × FPFD)) = (1 + 2.0/200) × (2430 / (2×50)) = 1.01 × 24.3 = 24.543.
FFD integer [7..0] = DEC2HEX(24) = 18-hex.
FFD fraction [15..0] = DEC2HEX(ROUND2INT(216×0.543)) = DEC2HEX(ROUND2INT(35586.05)) = 8B 02 hex.
Period (decimal) = FOUT / (2×FSS) = 50 / (2×0.0315) = 793.6508.
Period [11:0] = DEC2HEX(ROUND2INT(Period(decimal) / 2)) = DEC2HEX(397) = 1 8D hex.
Step (decimal) = (SS% / 100) × P / Period = (2.0 / 100) × 24.543 / 793.6508 = 6.184836 × 10-4.
Step [15..0] = DEC2HEX(ROUND2INT(224 × Step(decimal))) = DEC2HEX(10376) = 28 88 hex.
10©2017 Integrated Device Technology, Inc. October 20, 2017
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9FGV1006 Register Descriptions and Programming Guide
R
R
X
Xt al Oscil lato r
Cs
C i
Ce
Ce

Crystal Load Capacitance Registers

Registers 0x0E and 0x0F contain Crystal X1 and X2 Load capacitor settings that are used to add load capacitance to X1 and X2 (also known as XIN and XOUT) respectively.

Figure 5. Crystal Oscillator Circuit

G
M
F
S
C i
1
2
Cs
X
1
1
1
2
2
2
Ci1 and Ci2 are on-chip capacitors that are programmable.
Cs is stray capacitance in the PCB and Ce is external capacitors for frequency fine tuning or for achieving load capacitance values beyond the range of the on-chip programmability. Consult the factory when adding Ce capacitors. The oscillator gain reduces with added capacitance and there may be crystal oscillator startup issues when adding too much capacitance.
All these capacitors combined make the load capacitance for the crystal.
Capacitance on pin XIN or X1: Cx1 = Ci1 + Cs1 + Ce1. Capacitance on pin XOUT or X2: Cx2 = Ci2 + Cs2 + Ce2. Total Crystal Load Capacitance C
For optimum balance and oscillator gain it is recommended to design Cx1 = Cx2. In that case C
= Cx1 × Cx2 / (Cx1+Cx2).
L
= Cx1 / 2 = Cx2 / 2.
L
The capacitance per pin X1 or X2 is: Cap (pF) = 7.98 + 0.442 × Bits[4..0] + 7.072 × Bit[5].
This includes an estimated Cs1 = Cs2 = 1.5pF.
When designing Cx1 = Cx2, the formula for CL is: C
The minimum C The maximum C
Example: For a crystal C
(pF) = 3.99 + 0.221 × 18 + 3.536 × 0 = 7.97pF (nearest to 8.0pF).
C
L
So for C
L
value at Cx1 = Cx2 = '00 0000'-binary = 3.99pF.
L
value at Cx1 = Cx2 = '11 1111'-binary = 3.99 + 0.221 × 31 + 3.536 × 1 = 14.38pF (not counting Ce).
L
of 8pF, the registers can be programmed as follows:
L
= 8pF the recommended settings are Cx1[5..0] = Cx2[5..0] = 18 or '01 0010'-binary.
(pF) = 3.99+ 0.221 × Bits[4..0] + 3.536 × Bit[5].
L
Registers 0x0E = 0x0F = 92-hex (= '1001 0010' binary).
Note about precision: The above formulas use 0.001pF resolution. This is to keep the calculations consistent. The actual accuracy is, at
best, 0.1pF due to process variations in the PCB and the 9FGV1006 chip.
11©2017 Integrated Device Technology, Inc. October 20, 2017
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Revision History

Revision Date Description of Change
October 20, 2017 Initial release.
9FGV1006 Register Descriptions and Programming Guide
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