By Biryukov O.N.

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**Additional resources for A bound for the topological entropy of homeomorphisms of a punctured two-dimensional disk**

**Example text**

Hh hdr. lnol I, and T,? = 189 K. 'These two gasc\ 111\(1crt h r w crl~ltlrtionrare xilid 10 bc at correspur~dingstates (same values (jt- PR, : i l l t i 7; ). 19. 19 is an example of the Inw nfcnrrespc~ndingstates, that ;rll p;iaes have the same - properties if they we compared at corresponding condition\ (salnc viiluibs r ~ l ' P,. V,, and T,) ,,,! a1Tn n l ~ l - ' . ~ ' ! ~ I v,. OAh640--. 714 bar E X A M P L E 2-7 Express the Kedlich-Kworlgequation i n tsrrns u i reduced qual~lilirq. 18 show that Chapter 2 !

Argon exists ;IS two phases ill cquilihri~lrnwith each (111111' : i i r l c 1 thc dcnsitiw 01. I . I , respectively. 1,ct's sec wh;it thc van dcr W,I:I~~cyuntion predicih ill this case. As we saw i n Exarrjple 7-2, wc can write ~ l j cvat1 dcr W,r;ils equation as (1 (I 0 2 V/ L. 7). 3. 69 K. (XI atm. whcn.. for ~(~nveniencc. 07073 l . 07897 , L,rnr)l-I. -11101 I . The smallest nlot represents the molar volumc of liquid argon, and the I ; ~ r g r

Argon exists ;IS two phases ill cquilihri~lrnwith each (111111' : i i r l c 1 thc dcnsitiw 01. I . I , respectively. 1,ct's sec wh;it thc van dcr W,I:I~~cyuntion predicih ill this case. As we saw i n Exarrjple 7-2, wc can write ~ l j cvat1 dcr W,r;ils equation as (1 (I 0 2 V/ L. 7). 3. 69 K. (XI atm. whcn.. for ~(~nveniencc. 07073 l . 07897 , L,rnr)l-I. -11101 I . The smallest nlot represents the molar volumc of liquid argon, and the I ; ~ r g r

### A bound for the topological entropy of homeomorphisms of a punctured two-dimensional disk by Biryukov O.N.

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