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IEA Solar Heating and Cooling Programm - NachhaltigWirtschaften.at

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<strong>IEA</strong> SHC Task 38 <strong>Solar</strong> Air Conditioning <strong>and</strong> Refriger<strong>at</strong>ion Subtask C1 Report, 31 October 2010<br />

3 Adsorption Chillers<br />

Tomas Núñez (Fraunhofer ISE)<br />

3.1 General description of the technology<br />

Adsorption systems are very similar to absorption systems. The main difference is th<strong>at</strong> the<br />

sorbent is a solid <strong>and</strong> not a liquid. The adsorption process is a physical process where the<br />

molecules of the working fluid or refrigerant are bound to the surface of the adsorbent by<br />

Van-der-Waals forces. Adsorbents used in adsorption chillers are very porous technical<br />

adsorbents like silica-gel, zeolites <strong>and</strong> activ<strong>at</strong>ed carbons. The high porosity <strong>and</strong> thus<br />

extremely large internal surface of the adsorbents (several hundreds of m² per gram of<br />

m<strong>at</strong>erial) allows the adsorption of a significant amount of refrigerant.<br />

The main characteristic of the adsorbent-refrigerant pair is the amount of adsorbed<br />

refrigerant per unit of dry adsorbent.<br />

m<br />

x =<br />

m<br />

refrierant<br />

adsorbent<br />

= x( T,<br />

p)<br />

The loading x is a function of refrigerant pressure <strong>and</strong> temper<strong>at</strong>ure <strong>and</strong> is represented in<br />

isosteric diagrams.<br />

Figure 9 shows a typical isosteric diagram of the pair silica-gel / w<strong>at</strong>er.<br />

The chilling cycle is carried out through four processes (Figure ):<br />

1. isosteric he<strong>at</strong>ing: in section 1, the loaded adsorbent is he<strong>at</strong>ed <strong>at</strong> constant maximum<br />

loading x max . The equilibrium pressure in the system increases until it reaches the<br />

condens<strong>at</strong>ion pressure of the refrigerant <strong>at</strong> condens<strong>at</strong>ion temper<strong>at</strong>ure T cond .<br />

2. isobaric desorption: the adsorbent is further he<strong>at</strong>ed up und thus desorbed <strong>at</strong> constant<br />

pressure. The desorption ends as soon as the maximum temper<strong>at</strong>ure T max provided<br />

by the external he<strong>at</strong> source is reached. This process is endothermic taking up the<br />

desorption he<strong>at</strong>. The released refrigerant is condensed in the condenser.<br />

3. isosteric cooling: the desorbed m<strong>at</strong>erial is cooled down until the equilibrium pressure<br />

reaches the evapor<strong>at</strong>ion pressure of the refrigerant in the evapor<strong>at</strong>or.<br />

4. isobaric adsorption: further cooling down of the adsorbent results in the adsorption<br />

process; refrigerant is evapor<strong>at</strong>ed in the evapor<strong>at</strong>or, thus producing the cooling effect,<br />

<strong>and</strong> taken up by the adsorbent. The process ends as soon as the temper<strong>at</strong>ure of the<br />

adsorbent reaches the he<strong>at</strong> rejection temper<strong>at</strong>ure <strong>and</strong> closing the cycle.<br />

The choice of the adsorbent depends on the affinity to the refrigerant <strong>and</strong> the envisioned<br />

applic<strong>at</strong>ion. The cooling energy Q cold in one cycle is proportional to the evapor<strong>at</strong>ion enthalpy<br />

h evap of the refrigerant <strong>and</strong> the loading difference x max – x min . These loading limits are given by<br />

the oper<strong>at</strong>ion conditions: the minimum loading is given by the maximum desorption<br />

temper<strong>at</strong>ure T Des <strong>and</strong> the condens<strong>at</strong>ion temper<strong>at</strong>ure T cond , the maximum loading by the<br />

evapor<strong>at</strong>ion temper<strong>at</strong>ure T evap <strong>and</strong> the he<strong>at</strong> rejection temper<strong>at</strong>ure which is identical to the<br />

condenser temper<strong>at</strong>ure T cond . The driving he<strong>at</strong> is given by the he<strong>at</strong> necessary for the isosteric<br />

he<strong>at</strong>ing Q1 <strong>and</strong> isobaric desorption Qdes. Thus, the thermal COP of an adsorption chiller is<br />

calcul<strong>at</strong>ed as a first approxim<strong>at</strong>ion through:<br />

COP<br />

th<br />

Q<br />

=<br />

Q<br />

cold<br />

drive<br />

h<br />

=<br />

evap<br />

⋅ ( x − x<br />

Q + Q<br />

1<br />

max min<br />

)<br />

Des<br />

page 27

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