Ex Parte Chen et alDownload PDFBoard of Patent Appeals and InterferencesJun 8, 201211599966 (B.P.A.I. Jun. 8, 2012) Copy Citation UNITED STATES PATENT AND TRADEMARK OFFICE ________________ BEFORE THE BOARD OF PATENT APPEALS AND INTERFERENCES ________________ Ex parte PENG CHEN, Yi Jiang, Jianguo Wang, and Yuming Xie ________________ Appeal 2010-010390 Application 11/599,966 Technology Center 1700 ________________ Before PETER F. KRATZ, MARK NAGUMO, and KAREN M. HASTINGS, Administrative Patent Judges. Opinion for the Board entered by NAGUMO, Administrative Patent Judge. Opinion Dissenting entered by HASTINGS, Administrative Patent Judge. DECISION ON APPEAL Appeal 2010-010390 Application 11/599,966 2 A. Introduction1 Peng Chen, Yi Jiang, Jianguo Wang, and Yuming Xie (“Chen”) timely appeal under 35 U.S.C. § 134(a) from the final rejection2 of claims 1-16, which are all of the pending claims. We have jurisdiction. 35 U.S.C. § 6. We REVERSE. The subject matter on appeal relates to porous ceramic filters said to be useful as filters for trapping carbon soot in diesel exhaust. (Spec. 3, [0008]) The inventive filters are said to have a relatively narrow pore size distribution and to have no more than 5% of the total porosity provided by pores having a pore diameter less than 1 micron. (Id. at 6 [0028].) Claim 1, the sole independent claim, is representative and reads: 1. A porous ceramic honeycomb body, comprising a sintered phase composition, wherein the ceramic body has a total porosity (%P) defined by a median pore size (d50) greater than or equal to 10 microns; a pore size distribution d-factor (pore size d-factor) less than 0.8, wherein the pore size d-factor = (d50-d10)/d50, and a submicron pore fraction characterized in that less than 5% of the total porosity of the body is comprised of pores having a pore diameter of less than 1.0 micrometer. (Claims App., Br. 9; indentation, paragraphing, and emphasis added.) 1 Application 11/599,966, Filters With Controlled Submicron Porosity, filed 15 November 2006. The specification is referred to as the “966 Specification,” and is cited as “Spec.” The real party in interest is listed as Corning, Inc. (Appeal Brief, filed 4 February 2010 (“Br.”), 1.) 2 Office action mailed 23 June 2009 (“Final Rejection”; cited as “FR”). Appeal 2010-010390 Application 11/599,966 3 The Examiner maintains the following grounds of rejection:3 A. Claims 1-10, 12, 14 and 15 stand rejected under 35 U.S.C. § 103(a) in view of the combined teachings of Merkel,4 and Ohno.5 B. Claim 11 stands rejected under 35 U.S.C. § 103(a) in view of the combined teachings of Merkel, Ohno, and Dana.6 C. Claims 13 and 16 stand rejected under 35 U.S.C. § 103(a) in view of the combined teachings of Merkel, Ohno, and Evans.7 B. Discussion Findings of fact throughout this Opinion are supported by a preponderance of the evidence of record. The invention The 966 Specification defines the pore fraction, as “the percent by volume of porosity, as measured by mercury porosimetry, divided by 100.” (Spec. 6 [0030].) The quantity dN is the pore diameter at which N% of the pore volume is comprised of pores whose diameters are smaller than the 3 Examiner’s Answer mailed 29 March 2010 (“Ans.”). 4 Gregory A. Merkel, Mullite-Aluminum Titanate Body and Method for Making Same, U.S. Patent Application Publication 2006/0021308 A1 (2 February 2006), based on an application filed 29 July 2004. 5 Kazushige Ohno et al., Honeycomb Filter and Ceramic Filter Assembly, U.S. Patent 6,669,751 B1 (2003). 6 Entry on cordierite, Dana’s New Mineralogy 1251 (John Wiley and Sons, Inc., 8th ed. (1997). 7 William D.J. Evans et al., Catalysts, U.S. Patent 4,237,032 (1980). Appeal 2010-010390 Application 11/599,966 4 value of dN. (Id.)8 Comparing the definition of dN to the language of the last clause of claim 1, a submicron pore fraction characterized in that less than 5% of the total porosity of the body is comprised of pores having a pore diameter of less than 1.0 micrometer, it is apparent that this condition is equivalent to the requirement that d5 ≥ 1.0 micrometer. The rejections over prior art It appears that the Examiner has found that Merkel and Ohno teach that small pore sizes are undesirable, and that these references would have taught a person having ordinary skill in the art that any reduction in the number of small pores would have been desirable. From these findings, the Examiner draws the legal conclusion that the claimed porous body would have been obvious. Chen argues, inter alia, that the Examiner’s reliance on Ohno to make up for the lack of teaching in Merkel of porous ceramic filters having pore size distributions in which d5 ≥ 1.0 micron is inconsistent with Ohno. (Br. 4.) More specifically, Chen argues that Ohno teaches that “[t]he average porous diameter of the filter F1 is about 1 μm-50 μm, and more particularly, 5 μm-20 μm. If the average pore diameter is less than 1 μm, the deposited fine particles tend to clog the filter F1.” (Id., 2d full para., quoting Ohno col. 5, ll. 62-65; Chen’s added emphasis.) If the average pore diameter in a filter is 1 micrometer, Chen argues, then the filter would have 8 The 966 Specification provides express definitions for d90, d50, and d10: we have substituted “N” for the percentages 90, 50, and 10. Appeal 2010-010390 Application 11/599,966 5 “approximately 50% of the total porosity with a pore diameter of less than 1 micrometer.” (Br. 4, last para., emphasis omitted.) Thus, Chen concludes, Ohno does not teach or suggest that the submicron pore fraction should be less than as 5%, as required by the claims. The Examiner finds that Ohno teaches that “excessive amounts of pore sizes less than 1.0 um (micrometers) causes the deposited fine particles to clog the filter.” (Ans. 4.) While this is true in a large sense, as Chen explains, the weight of the evidence is that for Ohno, an “excessive amount” arises when the average pore diameter is about 1 μm. When the average pore diameter is less than 1 μm, regardless of the exact shape of the pore size distribution function, a large percentage of the pores have diameters less than the average value of 1 μm. The Examiner has failed to provide any satisfactory explanation of how a porous object having an average pore diameter of 1 μm may have less than 5% of the pore volume be due to pores having a diameter of less than 1 μm.9 9 The Examiner objects that Chen has indulged in the “Negative Proof Fallacy: that, because a premise [that the pore size distribution is reasonably assumed to be normal about the average pore diameter] cannot be proven false, the premise must be true.” (Ans. 17.) This argument is not well taken. Just as an examiner can rely on reasonable assumptions founded in logic and generally known scientific principles and facts to support an argument, so may an applicant argue that those assumptions are not reasonable, or are misapplied in the particular case. The Examiner’s reliance on this “logical” argument merely highlights the lack of evidence and the lack of valid reasoning in the reliance on Ohno. In any event, Chen has demonstrated harmful errors in the Examiner’s rejections. The burden has shifted back to the Examiner to come forward with a prima facie case of obviousness. Appeal 2010-010390 Application 11/599,966 6 Belatedly, the Examiner seeks, in the Response to Argument section of the Answer, to come forward with evidence and argument that “it is mathematically inherent that less than 5% of the total porosity of the body is comprised of pores having a pore diameter (pore size) of less than 1.0 micrometer.” (Ans. 12.) This inherency argument is without merit, as the Examiner has failed to establish any “mathematical” reason why the pore size distribution necessarily has less than 5% of the porosity in pores having diameters less than 1 μm. Nor has the Examiner established any fact- or theory-based reason to think that the Example 7 sintered body has such a pore size distribution. As our reviewing court explained decades ago, inherency “may not be established by probabilities or possibilities. The mere fact that a certain thing may result from a given set of circumstances is not sufficient.” In re Oelrich, 666 F.2d 578, 581 (CCPA 1981) (quoting Hansgirg v. Kemmer, 102 F.2d 212, 214 (CCPA 1939). Even a demonstration that persons skilled in the art could have obtained the low pore fraction recited in claim 1 would not, by itself, suffice to establish that it would have been obvious to do so within the meaning of 35 U.S.C. § 103(a). The Examiner’s remaining rejections fail to cure the errors in the rejection of claim 1. Because Chen has shown harmful errors in the Examiner’s findings of fact, technical analysis, and legal conclusions, we REVERSE the rejections of record. Appeal 2010-010390 Application 11/599,966 7 C. Order We REVERSE the rejection of claims 1-10, 12, 14 and 15 under 35 U.S.C. § 103(a) in view of the combined teachings of Merkel, and Ohno. We REVERSE the rejection of claim 11 under 35 U.S.C. § 103(a) in view of the combined teachings of Merkel, Ohno, and Dana. We REVERSE the rejection of claims 13 and 16 under 35 U.S.C. § 103(a) in view of the combined teachings of Merkel, Ohno, and Evans. REVERSED Ssl Appeal 2010-010390 Application 11/599,966 1 HASTINGS, Administrative Patent Judge, dissenting. It is my view that a preponderance of the evidence supports the Examiner’s conclusion of obviousness. The Examiner has reasonably found that Merkel and Ohno teach that small pore sizes are undesirable, and that these references would have taught a person having ordinary skill in the art that any reduction in the number of pore diameters less than 1.0 micrometer as claimed would have been desirable. Indeed, Appellants have not rebutted the Examiner’s analysis that Merkel alone suggests a porous ceramic honeycomb body that is unlikely to have more than 5% of its pore diameters be less than 1.0 micrometers as claimed (even though the Examiner may have been overstating the case when he used the phrase “mathematically inherent”) (Ans. 12, 13; no Reply Brief has been filed). It appears that Appellants are in the best position to provide evidence on the distribution of pores sizes having a pore diameter of less than 1.0 micrometer in Merkel since Merkel shares a common assignee with the present case on appeal (that is, Corning, Inc.). The Examiner also reasonably finds that Ohno teaches that “excessive amounts of pore sizes less than 1.0 um (micrometers) causes the deposited fine particles to clog the filter.” (Ans. 4.) Accordingly, on this record, I agree with the Examiner’s determination it would have been obvious to minimize the percentage of pore diameters less than 1.0 micrometer in Merkel to “less than 5% of the total porosity of the body” as recited in claim 1. Copy with citationCopy as parenthetical citation