On a BTU/lb basis, Hydrogen has about 2.5 times the energy density of methane. So, if you burn one pound of hydrogen vs one pound of natural gas, you will get 2.5 times the energy.
同期の暴櫻2023-04-08 15:24:52
同期の暴櫻2023-04-08 15:26:00
人總要勇敢生存2023-04-08 15:26:01
Nope. We have to consider the volumetric energy density.
Volumetric energy density
LNG has a volumetric energy density advantage compared to new fuels. Liquid hydrogen, ammonia and methanol have 34 percent, 51 percent and 63 percent of the volumetric energy density of LNG (respectively). In other words, it takes about two cubic meters of ammonia to match the energy output of one cubic meter of LNG. To achieve the same sailing distance, fuel tanks for liquid hydrogen would need to be at least three times the volume of those for LNG as a consequence of the large amounts of insulation required. For ammonia, the tank size ratio is approximately two to one compared with LNG and in the case of methanol, tank sizes are equivalent. The potential difference in sailing distance would not be clear if the fuels were simply compared on a per-tonne basis.
人總要勇敢生存2023-04-08 15:27:41
上面位師兄不用再貼文
依個係basic physic黎 你係咁copy google無用
淚b2023-04-08 15:28:21
日本同澳洲行咁成為國際standard既機會好微
同期の暴櫻2023-04-08 15:29:04
人總要勇敢生存2023-04-08 15:32:46
Only two ways:
1. Liquified hydrogen, which is on9
2. In form of Ammonia , which is on9 again