(note: this topic was handled briefly in the appendix of "Where to go from here?")
There is one universal truth about heat engines: none can convert 100% of its input energy into work (in the physics sense). Some fraction of the input energy is always going to be converted to low-temperature heat which must be exhausted to the "heat sink", which is typically the environment (see Entropy Blues). This exhaust heat is often called "waste heat".
One feature of waste heat is that it isn't always necessary to waste it. If there is a need for heat at or below the exhaust temperature of the engine, the engine's heat exhaust may be usable as a heat source instead of burning fuel directly. This system of generating power is called cogeneration.
Cogeneration effectively uses fuel energy two or more times: the first time as high-grade (high-temperature, low entropy) heat as input to the engine, and the waste heat is used a second time as lower-grade (lower temperature, higher entropy) heat for other purposes. These other purposes include industrial process heat, distillation of water or alcohol, input to absorption chillers, or space heat.
If both heat and electricity are required at the same time, cogeneration can achieve much higher overall efficiences than the separate generation of heat and electricity. For instance, a cogenerator which takes 100 kWh of fuel to produce 30 kWh of electricity and 70 kWh of heat can eliminate 70 kWh of fuel that would otherwise be burned in a furnace to provide heat.
If the efficiency of cogeneration is rated in terms of additional fuel burned versus additional energy produced, it can be extremely high. A modern home furnace may burn natural gas and capture 95% of the energy as space heat. A gas-fired cogenerator with an electric efficiency of 30% and an overall efficiency of 90% will lose 10% of the total energy of the gas, but for each unit of electricity it uses only 1.33 additional units of gas; its effective efficiency is a whopping 75%. If the heat losses can be reduced to the same 5% as the furnace, this figure increases to 86%! This contrasts very favorably with centralized powerplants which may burn gas with perhaps 50% efficiency, or coal at efficiencies as low as 33%. If fuel is being burned to produce low-temperature heat, cogeneration is a good way of getting electricity with very little extra fuel and fuel cost.
Domestic cogeneration (also called combined heat and power) is one form of distributed electric generation. Like standard furnaces and water heaters, domestic cogenerators burn fuel and produce low-grade heat; unlike furnaces and water heaters, they turn part of their fuel into electricity.
Some attractive technologies have impediments to their adoption. Gas turbines are inefficient in very small sizes and fuel cells remain too expensive for common use. A building which needs ~390,000 BTU/hr of heat and can use or sell 60 kW of electricity can use a Capstone ICHP system, but this is about ten times too big for most homes. For this and other reasons small cogenerators use internal combustion engines, either Otto (spark ignition) or Diesel cycle.
Just about every home which needs winter heat and is not all-electric is a possible site for cogeneration. Heating fuel is delivered to most homes either by pipeline or by truck. Home-heating oil is almost identical to number 2 diesel fuel, and engines can be run quite well on either propane or natural gas. Homes appear to be natural sites for cogeneration.
Yet for all the availability of fuel, small cogenerators are very scarce. Perhaps this is due to a lack of true markets in electricity, where homeowners with an excess could sell as easily as they buy. Regardless of the reason, devices which look like they ought to be common household appliances are not for sale.
In the absence of a market in small cogenerators, it is difficult to determine what they would cost in volume production. Superficially similar systems have per-kW prices all over the map. Examples:
These systems are not directly comparable. Here is a table of
costs and properties:
| System | Size (kW) | Engine cyl. | Engine speed, RPM |
Fuel | Emission controls | 2005 $ |
2005 $/kW | Notes |
| Generac |
7.55 |
1 |
3600 |
Gasoline |
None |
1150 |
158 |
No cooling jacket or exhaust heat recovery. Inadequate quieting. Engine speed too high for long life. |
| Vehicle |
62.8 |
4? |
2000-3000 |
Gasoline | Catalyst |
2940 |
47 |
Presumably includes radiator and exhaust. |
| Vehicle | 68.5 |
4? |
2000-3000 |
Diesel |
(not stated) |
5100 |
77 |
Presumably includes radiator and exhaust. |
| Vehicle | 59.6 |
4? |
2000-3000 |
CNG |
Catalyst |
3430 |
58 |
Presumably includes radiator and exhaust. |
| Large cogen |
550 |
(not stated) |
(not stated) |
NG |
Catalyst w. ammonia NOx reduction |
639,000 |
1150 |
Presumably includes full heat recovery. |
The comparisons are interesting. The 550 kW cogenerator's price is off the chart; clearly it is a low-volume product with few economies of scale, and is not comparable to the other examples. The one-lung engine in the Generac and vehicle powertrains are high-volume products. Curiously, the cost of the vehicle powertrains all run roughly 3-5 times the retail price of the Generac, despite their outputs being nearly ten times as great; their cost appears to scale with cylinders rather than power. The complexity of a 4-cylinder engine is roughly 4 times as much as a 1-cylinder engine. Complexity and expensive components would appear to account for the extra cost of CNG over gasoline (costly tanks, high-pressure plumbing), and diesel over CNG (high-precision injectors and injector pumps). It seems fairly safe to posit that cost is roughly proportional to cylinder (parts) count.
What are the properties required of a domestic cogenerator?
It appears that the entire cogenerator system will have roughly the same complexity as half a 4-cylinder car engine, and ought to be able to sell for roughly half the price: $1500 for natural gas or propane, $2500 for oil-fired diesel. This purchases a system capable of producing 5 to 10 kW continuous, plus 30,000 to 60,000 BTU/hr of heat (roughly 6000 BTU/hr/kW).
The typical household uses about 1 kilowatt average; over a 180-day heating season, one would expect the house to use only about 4300 kWh of electricity. The cogenerator would produce considerably more electricity than the household could consume, and it seems unlikely that the utility's other customers (who might have their own cogenerators) could be expected to consume it. What else could the cogenerator's output help to displace?
Why not gasoline? If the household has an electric or plug-in hybrid vehicle, the cogenerator could feed it during the heating season. If the electricity was fed to a vehicle using 250 Wh/mile, the excess 2520 kWh could drive the car for 10,080 miles. If the car would otherwise have gotten 35 miles per gallon of gasoline, that is a savings of 288 gallons worth nearly $590 at today's pump price.
The final question: Where do you get the increased 1/3 in natural gas consumption? Everything comes at a price, and in areas where electricity is generated by burning coal the likelihood is that some of it would come from petroleum, as fuel oil instead of gasoline. If about 1/4 of the cogenerators switched to fuel oil, the average household would burn 16.7 million BTU of oil and 50 million BTU of gas. At 19,110 BTU/lb this would be 847 pounds of fuel, or 114 gallons. This displacement would not occur in areas where electricity is generated with natural gas.
| Fuel |
Old consumption |
New consumption |
Δ consumption | Cost/unit |
Δ cost |
CO2 emission per unit |
Old emission | New emission | Δ emission |
| Electricity, coal-fired |
4320 kWh |
0 |
-4320 kWh |
$0.08/kWh |
-$345.60 |
3.4 lb/kWh |
7.34 tons |
0 |
-7.34 tons |
| Electricity, gas-fired |
4320 kWh |
0 |
-4320 kWh |
$0.08/kWh |
-$345.60 |
0.78 lb/kWh |
1.69 tons |
0 |
-1.69 tons |
| Natural gas (coal-fired electric) |
500 therms |
500 therms |
0 |
$0.60/therm |
0 |
11.52 lb/therm |
2.88 tons |
2.88 tons |
0 |
| Natural gas (gas-fired electric) |
500 therms |
667 therms |
+167 therms |
$0.60/therm | +$100 |
11.52 lb/therm | 2.88 tons | 3.84 tons |
+0.96 tons |
| Gasoline |
288 gallons |
0 |
-288 gallons |
$2.00/gallon |
-$576.00 |
19.4 lb/gallon |
2.79 tons |
0 |
-2.79 tons |
| Fuel oil (coal-fired electric only) |
+114 gallons |
$2.00/gallon |
+$228.00 |
19.4 lb/gallon |
0 |
1.10 tons | +1.10 tons |
||
| TOTAL, coal-fired |
-$693.60 |
13.01 tons |
3.98 tons |
-9.03 tons |
|||||
| TOTAL, gas-fired |
-$821.60 |
7.36 tons |
3.84 tons |
-3.52 tons |
Conclusions:
(As always, corrections cheerfully accepted. I'll credit them to the originator.)
UPDATE 2005-03-29: Tom DC/VA thinks that my estimate for cogenerator cost is low, by a factor of two to four. I can't see how a mass-produced piston cogenerator in the 5-10 kW range could cost more than a 60 kW automotive powerplant; the engine itself would have about half the parts count, and the cooling system is roughly the same complexity but can be made more rugged (cheaper materials, lower warranty costs) because it does not have vehicular weight constraints. The only things that might do that are emissions regulations much more stringent than vehicles (already noted), or difficulty in muffling.
Randall Parker writes that wind's lack of schedulability is a problem. I agree, but I don't think that this is a reason to write it off; its value should be measured by what it can save. More on this later.
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