IP Library Granted Patent US 8,062,103
Granted Patent B2
US 8,062,103 · App. 12/317,572 · Granted Nov 22, 2011

High-rate groove pattern

Assignee: Rohm and Haas Electronic Materials CMP Holdings, Inc.
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Quick Facts
Patent No.
US 8,062,103
App. No.
12/317,572
Granted
Nov 22, 2011
Kind
B2
Abstract

The invention provides a polishing pad useful for polishing at least one of a magnetic, optical and semiconductor substrate in the presence of a polishing medium with a polishing pad. The polishing pad comprises a center, an inner region surrounding the center, a transition region connecting grooves from the inner region to an outer region surrounding the inner region. The outer region has multiple grooves with a high-rate path. The transition region is adjacent the outer region and within a radius from the center defined as follows: r TR = 0.7 ⁢ r * ⁢ ⁢ to ⁢ ⁢ 1.3 ⁢ r * where r * = R C ⁢ ( R R C ) 2 - cos ⁡ ( 2 ⁢ θ c ⁢ ⁢ 0 ) - sin ⁡ ( 2 ⁢ θ c ⁢ ⁢ 0 ) ⁢ ( R / R C cos ⁢ ⁢ θ c ⁢ ⁢ 0 ) 2 - 1 ; with the inner region originating continuous grooves that extend uninterrupted to the outer region.

Claims (458)

1. A polishing pad useful for polishing at least one of a magnetic, optical and semiconductor substrate in the presence of a polishing medium with a polishing pad, the polishing pad comprising:

a center,

an inner region surrounding the center,

a transition region connecting grooves from the inner region to an outer region surrounding the inner region, the outer region having multiple grooves, the multiple grooves having a high-rate path, at least fifty percent of the high-rate path being within twenty percent of a groove trajectory φ(r) in polar coordinates referenced to the concentric center of the polishing pad and defined in terms of (1) the distance R between the concentric center of the polishing pad and the rotational center of the substrate being polished, (2) the radius R c of the carrier fixture, and (3) the local angle θ c0 of grooves in the carrier fixture, defined with a groove equation as follows:

ϕ

(

r

)

=

R

-

R

C

r

R

R

C

sin

ϕ

c

+

(

tan

θ

c

0

)

(

R

R

C

cos

ϕ

c

+

1

)

(

R

R

C

cos

ϕ

c

+

1

)

-

(

tan

θ

c

0

)

R

R

C

sin

ϕ

c

r

r

where

ϕ

c

=

cos

-

1

(

R

2

+

R

C

2

-

r

2

2

RR

C

)

-

π

for

values

of

r

from

(

R

-

R

C

)

to

(

R

+

R

C

)

the transition region being adjacent the outer region and within a radius from the center defined as follows:

r

TR

=

0.7

r

*

to

1.3

r

*

where

r

*

=

R

C

(

R

R

C

)

2

-

cos

(

2

θ

c

0

)

-

sin

(

2

θ

c

0

)

(

R

/

R

C

cos

θ

c

0

)

2

-

1

;

and wherein the inner region originates continuous grooves that extend uninterrupted to the outer region.

2. The polishing pad of claim 1 wherein the transition region includes arc-shaped grooves.

3. The polishing pad of claim 1 wherein the inner region has a groove path that is within twenty percent of the groove equation.

4. The polishing pad of claim 1 wherein the groove trajectory defined by the equation is from the θ c0 value being 0 to 90 degrees.

5. A polishing pad useful for polishing at least one of a magnetic, optical and semiconductor substrate in the presence of a polishing medium with a polishing pad, the polishing pad comprising:

a center,

an inner region surrounding the center,

a transition region connecting grooves from the inner region to an outer region surrounding the inner region, the outer region having multiple grooves, the multiple grooves having a high-rate path, at least fifty percent of the high-rate path being within ten percent of a groove trajectory φ(r) in polar coordinates referenced to the concentric center of the polishing pad and defined in terms of (1) the distance R between the concentric center of the polishing pad and the rotational center of the substrate being polished, (2) the radius R c of the carrier fixture, and (3) the local angle θ c0 of grooves in the carrier fixture, defined with a groove equation as follows:

ϕ

(

r

)

=

R

-

R

C

r

R

R

C

sin

ϕ

c

+

(

tan

θ

c

0

)

(

R

R

C

cos

ϕ

c

+

1

)

(

R

R

C

cos

ϕ

c

+

1

)

-

(

tan

θ

c

0

)

R

R

C

sin

ϕ

c

r

r

where

ϕ

c

=

cos

-

1

(

R

2

+

R

C

2

-

r

2

2

RR

C

)

-

π

for

values

of

r

from

(

R

-

R

C

)

to

(

R

+

R

C

)

the transition region being adjacent the outer region and within a radius from the center defined as follows:

r

TR

=

0.8

r

*

to

1.2

r

*

where

r

*

=

R

C

(

R

R

C

)

2

-

cos

(

2

θ

c

0

)

-

sin

(

2

θ

c

0

)

(

R

/

R

C

cos

θ

c

0

)

2

-

1

;

and wherein the inner region originates continuous grooves that extend uninterrupted to the outer region and the transition region has an Area Groove /Area Total of 25 to 75 percent.

6. The polishing pad of claim 5 wherein the transition region includes arc-shaped grooves.

7. The polishing pad of claim 5 wherein the inner region has a groove path that is within twenty percent of the groove equation.

8. The polishing pad of claim 5 wherein the transition region includes circular-shaped grooves.

9. The polishing pad of claim 5 wherein the groove trajectory defined by the equation is from the θ c0 value being 30 to 60 degrees.

10. The polishing pad of claim 5 wherein the groove trajectory defined by the equation is from the θ c0 value being 40 to 50 degrees.

Assignments (4)
SECURITY INTEREST Recorded Nov 3, 2025
From: QNITY ELECTRONICS, INC.
To: JPMORGAN CHASE BANK, N.A., AS COLLATERAL AGENT
Reel/Frame 073515/0243 →
SECURITY INTEREST Recorded Nov 3, 2025
From: QNITY ELECTRONICS, INC.
To: U.S. BANK TRUST COMPANY, NATIONAL ASSOCIATION, AS NOTES COLLATERAL AGENT
Reel/Frame 073517/0298 →
CHANGE OF NAME Recorded Oct 29, 2024
From: ROHM & HAAS ELECTRONIC MATERIALS CMP HOLDINGS INC.
To: DUPONT ELECTRONIC MATERIALS HOLDING, INC.
Reel/Frame 069274/0160 →
ASSIGNMENT OF ASSIGNOR'S INTEREST Recorded Feb 26, 2009
From: MULDOWNEY, GREGORY P.
To: ROHM AND HAAS ELECTRONIC MATERIALS CMP HOLDINGS, INC.
Reel/Frame 022313/0955 →
Continuity (1)
Related Publication 20100159811A1 · Jun 24, 2010