IP Library › Granted Patent US 7,986,250
Granted Patent B2
US 7,986,250 · App. 12/579,899 · Granted Jul 26, 2011

Nonlinearity robust successive requantizer

Assignee: The Regents of the University of California
View Patent ↗
Loading inventors, assignments & file history…
Monitor This Case
Get email alerts when status or documents change.
Order Certified Copies
Most orders are placed with the USPTO same day — all within 24 business hours.
Order via The Patent Place →
Pre-filled with this patent's details
Quick Facts
Patent No.
US 7,986,250
App. No.
12/579,899
Granted
Jul 26, 2011
Kind
B2
Abstract

A successive requantizer, which serves as a replacement for a ΔΣ modulator in a fractional-N PLL or a DAC, and avoids spurious tone problems, thereby circumventing the tradeoffs that result from reliance on the common approach of making highly linear analog circuitry to avoid spurious tones. A successive requantizer fractional-N PLL of the invention has the potential to reduce power consumption and the cost of commercial communication devices. The successive requantizer performs digital quantization one bit at a time in such a way that the quantization noise can he engineered to have desirable properties such as non-linearity robustness. The successive requantizer is applicable to most high-performance digital communication systems, such as cellular telephone handsets and wireless local and metropolitan area network transceivers.

Claims (213)

1. A successive requantizer device comprising:

a plurality of quantization stages that each accept an input sequence and quantize the input sequence by a predetermined number of bits; wherein

each quantization stage generates a quantization sequence s d [n], with the property that x d [n]+s d [n] is an even number for each n, where x d [n] is the quantization stage's input sequence; and

each quantization stage adds s d [n] to x d [n].

2. The device of claim 1 , wherein each quantization stage discards a predetermined number of least significant bits to implement the quantization.

3. The device of claim 1 , wherein each quantization stage simultaneously divides its input by 2 b and quantizes the result by b bits every sample period

4. The device of claim 3 , wherein each quantization stage simultaneously halves its input and quantizes the result by one bit every sample period.

5. The device of claim 1 , wherein numbers within the successive requantizer device are integers with a two's-compliment binary number representation at each time n, and at each quantization stage s d [n] is chosen such that x d [n]+s d [n] does not exceed the range of a (K−d)-bit two's complement integer, and the parity of s d [n] is the same as that of x d [n], where K is determined by the number of quantization stages, the number of bits quantized per stage, and the logic which generates s d [n].

6. The device of claim 1 , wherein that the running sum of each s d [n] sequence, i.e.,

t

d

⁡

[

n

]

=

∑

k

=

0

n

⁢

⁢

s

d

⁡

[

k

]

,

is bounded for all n, and each s d [n] has a smooth power spectral density that increases monotonically with frequency.

7. The device of claim 6 , wherein t d [n] is a discrete-valued Markov random sequence conditioned on the parity of x d [n].

8. The device of claim 6 , wherein t d [n] is a random process whose autocorrelation function converges to a constant as its time spread increases.

9. The device of claim 6 , wherein each quantization stage calculates s d [n] as a function the running sum of t d [n] in addition to t d [n], an independent random sequence, and the parity of x d [n].

10. The device of claim 6 , wherein each quantization stage calculates s d [n] as a function of the previous value of t d [n], the parity of the current value of x d [n], and the current value of an independent random sequence.

11. The device of claim 1 , wherein each quantization stage implements

s

d

⁡

[

n

]

=

{

0

,

if

⁢

⁢

x

d

⁡

[

n

]

=

even

p

d

⁡

[

n

]

,

if

⁢

⁢

x

d

⁡

[

n

]

=

odd

⁢

⁢

and

⁢

⁢

t

d

⁡

[

n

-

1

]

=

0

,

1

,

if

⁢

⁢

x

d

⁡

[

n

]

=

odd

⁢

⁢

and

⁢

⁢

t

d

⁡

[

n

-

1

]

=

-

1

,

-

1

,

if

⁢

⁢

x

d

⁡

[

n

]

=

odd

⁢

⁢

and

⁢

⁢

t

d

⁡

[

n

-

1

]

=

1

,

can be used, where p d [n] is an independent random sequence that takes on the values 1 and −1 with equal probability.

12. The device of claim 1 , wherein that the running sums of each t d,i [n] sequence, i.e.,

t

d

,

i

⁡

[

n

]

=

∑

k

=

0

n

⁢

⁢

t

d

,

i

-

1

⁡

[

k

]

,

t

d

,

1

⁡

[

n

]

=

∑

k

=

0

n

⁢

⁢

t

d

⁡

[

n

]

are bounded for all n, and each t d,i [n] has a smooth power spectral density that increases monotonically with frequency.

13. A fractional-N PLL device, comprising:

a phase lock loop generating an output frequency from a voltage controlled oscillator based upon a low frequency reference voltage; and

a successive requantizer according to claim 1 for providing a sequence of integers to control a divider in the phase locked loop to settle to a desired fractional value.

14. The fractional-N PLL device of claim 12 , further comprising an adaptive phase noise cancellation path.

15. A successive requantizer device comprising:

a plurality of quantization stages that each accept an input sequence and quantize the input sequence by a predetermined number of bits; wherein

each quantization stage adds a quantization sequence to the quantization stage's input sequence and the quantization sequence is a discrete-valued Markov random sequence conditioned on the parity of the input sequence.

16. A successive requantizer device comprising:

a plurality of quantization stages that each accept an input sequence and quantize the input sequence by a predetermined number of bits; wherein

each quantization stage adds a quantization sequence to the quantization stage's input sequence and the quantization sequence is random process whose autocorrelation function converges to a constant as its time spread increases.

Assignments (1)
ASSIGNMENT OF ASSIGNOR'S INTEREST Recorded Aug 20, 2010
From: GALTON, IAN; SWAMINATHAN, ASHOK
To: THE REGENTS OF THE UNIVERSITY OF CALIFORNIA
Reel/Frame 024865/0815 →
Continuity (2)
Provisional Application 61105635 · Oct 15, 2008
Related Publication 20100166084A1 · Jul 1, 2010