The present invention relates to a chemical reaction cycle for a power plant, wherein the process makes possible an environmentally-friendly and very economically favorable production of energy. The reaction process serves for producing a quantity of energy without producing carbon dioxide. The system utilizes oxygen and hydrogen as input materials for producing energy.
The invention relates to a chemical reaction process for a power plant. The process comprises a number of chemical reactions, 1 to 4. The cycle is shown theoretically in
The present invention thus in sum total relates to a method for the reaction between oxygen and hydrogen, hereby characterized in that it comprises the following steps:
Preferably, the phosphorus is introduced as white phosphorus.
Preferably, the reaction of calcium phosphate with hydrogen is conducted by introduction of electrical power with the help of solar energy.
Preferably, the reaction of calcium phosphate with hydrogen to the formed phosphorus is carried out in a condensation tower.
Preferably, the water formed is taken up in the form of atomic gas 2O and 2H and separated later as molecules.
Preferably, the carbon is introduced in the form of coke (graphite).
Preferably, the reaction of calcium phosphate and hydrogen is carried out in an electro-solar reactor at least 5000 K.
The method is based on current knowledge with respect to thermodynamics and inorganic chemistry. It is shown in the following how the course of the process functions. A clean and economically favorable energy production was made possible.
The invention thus relates to a chemical cycle for a power plant, wherein the power plant produces environmentally-friendly energy by the chemical reactions. It is shown that energy can be ideally produced by the chemical reaction. And it would be possible by the cycle process to now control the explosion reaction with thermal efficiency; with definitions Tmin and Tmax for the cycle, a thermal efficiency is assumed for the entire process, and by means of a temperature control, a still higher ηth thermal efficiency can be achieved by the reaction, and other advantages result due to the cycle process: thus a huge production of energy can be made possible under 1200 K; in contrast, with the simple explosion reaction, energy production is very difficult under this critical situation, with extremely high pressure, at over 5500 K, and with this enormous energy production ΔH° Reaction 5=−2420 KJ/mol in a very short time, since on a technical basis, energy is produced under such a critical situation that a shock wave is triggered, which spreads via the speed of sound. An explosive heats up in a simple explosion reaction (Reaction 5) up to a temperature of about 6000 K and the reaction spreads extremely rapidly. Such uncontrollable reactions are called detonation. But the cycle here changes these explosion-type reactions to energy production, which are mild, moderate and calm, instead of explosion-like. The discharge of heat occurs at under 1200 K instead of over 6000 K, and the heat input is at 5500 K, which, on a technical basis, is a great advantage for us in that heat is introduced at a high temperature and is discharged at a low temperature.
It was also proposed to bring the products of the reactions back to their initial reaction. The advantage therein is to greatly reduce costs for the yield and to create an environmentally-friendly production.
The method is based on thermodynamic and inorganic investigations of the chemical reaction process.
The process according to the invention is illustrated by the following simplifications:
The gaseous matter in the reactions contains the ideal gas. For the case when pressure and temperature are constant, and no other work is performed except for volume work, the relationship dG=dH−SdT shows that G as a function is proportionally dependent on P and T. The chemical process is shown, for example, in the drawing.
According to the example of embodiment shown, the energy of the power plant is produced from the chemical reaction.
In the following examples, energy is produced for a power plant by chemical reaction processes of oxygen and hydrogen, known in and of themselves, in a series of reactions, in which heat is introduced or discharged. a) The thermodynamic component (ΔH, ΔS, ΔG) is calculated for each stage of the reactions and for the comparative reaction. b) In a system in which oxygen (O2) is introduced into the system at 10 kg/s, the production and energy yield as well as the mass flow are calculated for all components that participate in the reaction, c) and the thermal efficiency ηth for the entire cycle. By means of a number of chemical reactions, five molecules of oxygen O2 and ten molecules of hydrogen H2 are reacted during the process at high temperature (5000° C.) and ten molecules of water are formed as atomic oxygen (2O) and hydrogen (2H) with these thermodynamic properties. And these are once more brought back into the process.
1. Combustion of coke temperatures [sic] and oxygen O2, discharge of heat
5O2(g)+5C(s)→5CO2(g)+E° Reaction 1
ΔS° Reaction 1=15 J/mol. K
The reaction is exothermic, and also the entropy is favorable, and ΔG° Reaction 1 is negative; the reaction is spontaneous at all temperatures.
2. Combustion of white phosphate* and carbon with exclusion of oxygen (O2) at high temperatures; phosphorus pentoxide is formed, heat discharge.
5CO2(g)+4P(s)→P4O10(s)+5C(s)+E° Reaction 2
ΔS° Reaction 2=−852 J/mol. K sic; white phosphorus?—Translator's note.
The reaction is favorably exothermic due to the enthalpy, but is hindered by the entropy; it freely proceeds only at temperatures below T=ΔH° Reaction 2/ΔS° Reaction 2=1200 K. The reaction is spontaneous.
3. The formed phosphorus pentoxide is reacted with calcium oxide at high temperatures and calcium phosphate is formed; phosphorus pentoxide is added to burnt lime (CaO)(s) and a type of slag is formed; heat discharge.
P4O10(s)+6CaO(s)→2Ca3(PO4)2(s)+E° Reaction 3
ΔS° Reaction 3=15 J/mol. K
The reaction proceeds like Reaction 1 and is spontaneous.
4. Phosphorus is produced by heating and reacting a mixture of calcium phosphate (Ca3(PO4)2) and hydrogen at very high temperatures in an electroreactor, heat discharge.
2Ca3(PO4)2(s)+10H2(g)→4P(s)+6CaO(s)+10H2O(g)+E° Reaction 4
ΔS° Reaction 4=377 J/mol. K
The reaction is unfavorably endothermic due to the enthalpy, but favorable due to the entropy; it is spontaneous above T=ΔH° Reaction 4/ΔS° Reaction 4=5300 K.
Reaction 4 requires a good deal of electrical energy so that the thermodynamic components are adapted to one another in the process. The phosphate escapes from the electroreactor as vapor in the form of molecules* and is collected under water as white phosphorus (P) in a condensation tower, and the formed water is produced in the state of mixed molecules and some atomic oxygen and hydrogen above 2500 K; depending on the pressure, water is cleaved into hydrogen and oxygen molecules. This process is called thermolysis of water. The phosphorus . . . in the form of 4P molecules?—Translator's note.
2H2O(l)→2H2(g)+O2(g)
2H2→4H°
O2→2O°
The mixed atomic oxygen (2O°) and hydrogen)(4H° are separated from one another by a separating method.
And once more these are returned to the cycle and the calcium oxide is introduced to the cycle system as a readily melting slag at 3000 K.
5. The entire reaction process can be defined by one reaction, heat discharge.
5O2(g)+10H2(g)→10H2O(g)+E° Reaction 5
ΔS° Reaction 5=−445 J/mol. K
The thermodynamic conditions do not depend on the route by which the product is formed, but rather the same beginning and the same end are the deciding factors.
The invention makes it possible to provide environmentally-friendly economically and favorable production of energy.
5O2(g)+5C(s)→5CO2(g)+E° Reaction 1
If the mass flow of O2 is adjusted to 10 kg/s→833.4 mol/s O2, 833.4 mol/s CO2 or 36.7 kg/s CO2.
5CO2(g)+4P(s)→P4O10(s)+5C(s)+E° Reaction 2
666.7 mol/s 4P or 20.7 kg/s P4
166.7 molts P4O10 or 47.4 kg/s P4O10
P4O10(s)+6CaO(s)→2Ca3(PO4)2(s)+E° Reaction 3
1000 molts CaO or 56 kg/s CaO
333.4 molts Ca3(PO4)2 or 103.4 kg/s 2Ca3(PO4)2
2Ca3(PO4)2(s)+10H2(g)→4P(s)+6CaO(s)+10H2O(g)+E° Reaction 4
1666.7 molts H2 or 3.4 kg/s H2
1666.7 mol/s H2O or 30 kg/s H2O.
In
In Reaction 4, the thermodynamic property of the process shows that a high temperature up to over 5000 K is required; thus the products of the process, such as phosphorus (P) are collected in a condensation tower under water as white phosphorus (P), and the formed water in the state of mixed, cleaved atomic oxygen (2O) and sic; phosphorus?—Translator's note. hydrogen (4H), which are later separated from one another as molecules of oxygen (O2) and hydrogen (2H2), and are once more introduced into the cycle; CaO is produced as slag at 3000 K. And this is re-introduced into the cycle.
5O2(g)+5C(s)→5CO2(g)+E° Reaction 1
P Reaction 1=mO2. ΔH° Reaction 1=328 MW or
5CO2(g)+4P(s)→P4O10(s)+5C(s)+E ° Reaction 2
P Reaction 2=mp. ΔH° Reaction 2=173 MW
P Reaction 2=mCO2. ΔH° Reaction 2=173 MW
P4O10(s)+6CaO(s)→2Ca3(PO4)2(s)+E° Reaction 3
P Reaction 3=mP4O10. ΔH° Reaction 3=237 MW
P Reaction 3=mCaO. ΔH° Reaction 3=237 MW
2Ca3(PO4)2(s)+10H2(g)→4P(s)+6CaO(s)+10H2O(g)+E° Reaction 4
P Reaction 4=mCa3(PO4)2. ΔH° Reaction 4=335 MW
P Reaction 4=mH2. ΔH° R4=335 MW
The total value: 328+173+237−335=403 MW
For Reaction 5 (the comparative process):
5O2(g)+10H2(g)→10H2O(g)+E° Reaction 5
P Reaction 5=mH2. ΔH° Reaction 5=403 MW
P Reaction 5=mO2. ΔH° Reaction 5=403 MW
If O2 is adjusted to 10 kg/s, 403 MW of energy are produced.
c) The thermal efficiency for the entire cycle is thus defined by Tmax, the highest temperature and Tmin, the lowest temperature of the cycle:
ηth=1−Tmin/Tmax=1−1200/5300=0.77 or 77% which is the normal theoretical value of the thermal efficiency for the cycle; however, in practical terms, the Tmax and Tmin can be set still higher and still lower than the values (5300 K, 1200 K),
e.g., Reactions 1 and 2 and 3 can run at 1000 K and reach to above 6000 K by means of the electro-solar rector, and the thermal efficiency will be high, up to:
ηth=1−Tmin/Tmax=1−1000/6000=0.84 or 84% which means that the ηth is higher, the slower the heat discharge and the more rapid the heat input.
Number | Date | Country | Kind |
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A 1121/2009 | Jul 2009 | AT | national |
Filing Document | Filing Date | Country | Kind | 371c Date |
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PCT/AT2010/000255 | 7/9/2010 | WO | 00 | 1/10/2012 |