Ex Parte Yu et alDownload PDFBoard of Patent Appeals and InterferencesJul 27, 201211444629 (B.P.A.I. Jul. 27, 2012) Copy Citation UNITED STATES PATENT AND TRADEMARK OFFICE ____________ BEFORE THE BOARD OF PATENT APPEALS AND INTERFERENCES ____________ Ex parte CHEN-HUA YU and MING-SHIH YEH ____________ Appeal 2010-005105 Application 11/444,629 Technology Center 2800 ____________ Before MARC S. HOFF, THOMAS S. HAHN, and ELENI MANTIS MERCADER , Administrative Patent Judges. MANTIS MERCADER, Administrative Patent Judge. DECISION ON APPEAL App App claim havin havin the s 2A r App porti unde eal 2010-0 lication 11 Appellan s 1-23. W We affir Appellan g a first p g no unde econd por eproduced Appellan ellants’ Fig on directly rlying and 05105 /444,629 ST ts appeal e have ju m-in-part. ts’ claime ortion dire rlying and tion is less below). ts’ Figure ure 2A sh over and adjoining ATEMEN under 35 U risdiction THE I d inventio ctly over adjoining than a firs 2A is rep ows the se adjoining vias. 2 T OF TH .S.C. § 13 under 35 U NVENTIO n is direct and adjoin vias wher t width R roduced be cond cond via 22 and E CASE 4(a) from .S.C. § 6( N ed to a con ing via 22 ein the se of the firs low: uctive lin a second a final rej b). ductive li and a seco cond width t portion (s e 24 havin portion ha ection of ne 24 nd portion Wm of ee Figure g a first ving no Appeal 2010-005105 Application 11/444,629 3 Claims 1, 4, and 17, reproduced below, are exemplary of the subject matter on appeal. 1. An interconnection structure for integrated circuits comprising: a first dielectric layer; a first conductive line in the first dielectric layer; a second dielectric layer over the first dielectric layer and the first conductive line; a dual damascene structure in the second dielectric layer, wherein the dual damascene structure comprises; a second conductive line; and a via between and adjoining the first and the second conductive lines, wherein the second conductive line comprises a first portion directly over and adjoining the via, and a second portion having no underlying and adjoining vias; and wherein a second width of the second portion is less than a first width of the first portion. 4. The interconnection structure of claim 1, wherein the first width is substantially equal to a width of the via. 17. An interconnection structure for integrated circuits comprising: a metal line in a metallization layer, wherein the metal line has a portion with no underlying and adjoining vias, and wherein the portion has a width; a first via underlying and physically connected to the metal line, wherein the first via has a first dimension in a width direction of the metal line; and Appeal 2010-005105 Application 11/444,629 4 a second via overlying and physically connected to the metal line, wherein the second via has a second dimension in the width direction of the metal line, and wherein the width of the metal line is less than the first dimension and the second dimension. REFERENCES and REJECTIONS The Examiner rejected claims 1-16, 21, and 22 under 35 U.S.C. § 103(a) based upon the teachings of Matsunaga (US Patent No. 6,559,548 B1, May 6, 2003) in view of Brody (US Patent No. 6,348,233 B2, February 19, 2002). The Examiner rejected claims 17-20 and 23 under 35 U.S.C. § 103(a) based upon the teachings of Mitani (US Patent No. 7,075,182, July 11, 2006) and Brody. ISSUES The pivotal issues are whether the Examiner erred in finding that the combination of Matsunaga and Brody teaches the limitations of: 1. “wherein a second width of the second portion is less than a first width of the first portion” as recited in claim 1; 2. “wherein the first width is substantially equal to a width of the via” as recited in claim 4; and whether the combination of Mitani and Brody teaches the limitation of: 3. “wherein the width of the metal line is less than the first dimension and the second dimension” as recited in claim 17. Appeal 2010-005105 Application 11/444,629 5 PRINCIPLES OF LAW The Supreme Court, citing In re Kahn, 441 F.3d 977, 988 (Fed. Cir. 2006), stated that “‘ [r]ejections on obviousness grounds cannot be sustained by mere conclusory statements; instead, there must be some articulated reasoning with some rational underpinning to support the legal conclusion of obviousness.’” KSR Int'l Co. v. Teleflex Inc., 550 U.S. 398, 418 (2007). An artisan is presumed to possess both skill and common sense. See KSR, 550 U.S. at 421 (“A person of ordinary skill is also a person of ordinary creativity, not an automaton.”). ANALYSIS Claims 1-3, 5-16, 21, and 22 Appellants first argue that Brody is concerned with a known problem of forming MLC substrates and provides a specific solution for such substrates (App. Br. 9). Appellants note that nothing in Matsunaga discloses or suggests the existence of such a problem (App. Br. 9). Thus, Appellants conclude that there is no motivation to combine the references of Brody and Matsunaga (App. Br. 9). We are not persuaded by Appellants’ argument. We agree with the Examiner that both Brody and Matsunaga are concerned with analogous devices including vias and conductive lines (Ans. 9). The Examiner found, and we agree, that Brody teaches a conductive line 24 (Fig.2) having a first portion and a second portion, wherein the width Wl of the second portion is less than a first width of the first portion (the diameter dc) (Fig. 1) (see Figs. 1-2, col. 1:66-col. 2:4). The Examiner’s articulated reasoning (Ans. 10) that Brody’s conductive line with associated width dimensions would result in Appeal 2010-005105 Application 11/444,629 6 reliability and quality between conductive via and conductive line in line-to- via connections (see Brody, Figs. 1-2) provides a rational underpinning to support the legal conclusion of obviousness. See KSR, 550 U.S. 398, 418 (2007). We further note that Matsunaga explicitly states that while the line-to- via connections described pertain to MLC substrates, the line-to-via connections may be useful in other substrate connections and other printing processes (col. 4, l. 63-col. 5, l. 68). Accordingly, we disagree with Appellants’ argument (App. Br. 9) that Matsunaga’s teaching is only with respect to MLC substrates. Thus, we affirm the Examiner’s rejections of claim 1 and for the same reasons the rejection of claim 9 which was not argued separately. We also affirm the Examiner’s rejections of claims 2-3, 5-8, 10-16, 21, and 22, which were not separately argued and depend from claims 1 and 9. Claim 4 Appellants argue that Claim 4 recites the claim element “wherein the first width is substantially equal to a width of the via,” and Brody’s Figure 4 clearly indicates that dc is greater than the diameter dv (App. Br. 10). We agree with Appellants’ argument. Brody expressly teaches that the diameter dc is greater than the diameter dv (col. 1, l. 66-col. 5, l. 5). If the diameter is greater, then it cannot also be “substantially equal,” and thus, we reverse the Examiner’s rejection of claim 4. Claims 17-20 and 23 Appellants argue that Brody only teaches the width of a metal line being less than the width of its underlying via (App. Br. 12). According to Appellants, nothing in Brody teaches the width of a metal line being less App App than via i conc over (App relat and t Exam line unde via 2 first seco wher meta and a eal 2010-0 lication 11 the width s to be form lusion that lying the a . Br. 12). ionship of he width W We are n iner that 42 in a me rlying and 8 underlyi via has a f nd via 62 o ein the sec l line 42 ( Mitani’s Mitani’s n overlyin 05105 /444,629 of its over ed overly an additio dditional v Appellan the width l of meta ot persuad Mitani dis tallization adjoining ng and ph irst dimen verlying a ond via h cover Figu cover Fig cover Fig g second lying via ( ing metal nal width ia will be ts assert th of the add l line 24 ( ed by App closes an i layer, whe vias, and ysically co sion in a w nd physic as a secon re) (Ans. ure is repr ure shows via 62. 7 App. Br. 1 line 24, th of an addi less than t at no conc itional via App. Br. 1 ellants’ a nterconne rein the m wherein th nnected to idth direc ally conne d dimensio 11). oduced be metal line 2). There en one wo tional met he width o lusion can that is ove 2). rgument. ction struc etal line h e portion the metal tion of the cted to the n in the w low: 42, an un fore, if an uld only d al line (if f the addi be drawn rlying me We agree ture havin as a portio has a widt line, whe metal line metal lin idth direct derlying fi additional raw the any) tional via as to the tal line 24 with the g a metal n with no h; a first rein the ; and a e 42, ion of the rst via 28 Appeal 2010-005105 Application 11/444,629 8 While the drawings are not drawn to scale, there is certainly the suggestion that the width of the metal line 42 is less than the width diameters of underlying via 28 and overlying via 62. As we stated supra, the Examiner found, and we agree, that Brody teaches a conductive line 24 (Fig.2) having a first portion and second portion, wherein the width Wl of the second portion is less than a first width of the first portion (the diameter dc) (Fig. 1) and wherein a ratio of the width of the conductive line 24 to a width dc of the via 27 (see Figs. 1-2, col. 1:66- col. 2:4). Thus, Brody teaches the width of the metal line being less than an underlying via. It would have been common sense to use the same type of via for overlying connections to connect the same metal line with other metal line(s), since these connections improve reliability and quality in line- to-via connections (see Brody, Figs. 1-2). An artisan is presumed to possess both skill and common sense and, therefore, would recognize to use reliable line-to-via connections not just for underlying but also for overlying connections. See KSR, 550 U.S. at 421 (“A person of ordinary skill is also a person of ordinary creativity, not an automaton.”). Furthermore, as we stated supra, Mitani’s cover Figure certainly would suggest to one skilled in the art that the width of a metal line would be less than respective underlying and overlying vias connected to the metal line. Accordingly, we affirm the Examiner’s rejections of claims 17 and also the rejections of claims 18-20 and 23. Appeal 2010-005105 Application 11/444,629 9 CONCLUSIONS The Examiner did not err in finding that the combination of Matsunaga and Brody teaches the limitation of: 1. “wherein a second width of the second portion is less than a first width of the first portion” as recited in claim 1. The Examiner erred in finding that the combination of Matsunaga and Brody teaches the limitation of: 2. “wherein the first width is substantially equal to a width of the via” as recited in claim 4; and The Examiner did not err in finding that the combination of Mitani and Brody teaches the limitation of: 3. “wherein the width of the metal line is less than the first dimension and the second dimension” as recited in claim 17. DECISION The Examiner’s decision rejecting claims 1-3 and 5-23 is affirmed. The Examiner’s decision rejecting claim 4 is reversed. No time period for taking any subsequent action in connection with this appeal may be extended under 37 C.F.R.§ 1.136(a)(1)(iv)(2010). AFFIRMED-IN-PART pgc Copy with citationCopy as parenthetical citation