Automotive air bags inflate when a sample of sodium azide, NaN3, is very rapidly decomposed to form solid sodium and dinitrogen gas.
What concerns do you think automotive air bag designers considered when selecting this reaction for their product?
What would you have to consider in order to determine the appropriate amount of sodium azide to include in an automotive air bag?
A) 2NaN3(s) ----> 2Na(s) + 3N2(g) ...(1)
There are sensors in the front of the automobile that detect a collision. These sensors send an electric signal to the canister that contains the sodium azide and the electric signal detonates a small amount of an igniter compound. The heat from this ignition starts the decomposition of the sodium azide and the generation of nitrogen gas to fill the air bag. What is particularly amazing is that from the time the sensor detects the collision to the time the air bag is fully inflated is only 30 milliseconds, or 0.03 second. Some 50 milliseconds after an accident, the car's occupant hits the air bag and its deflation absorbs the forward-moving energy of the occupant.
(B) First determine the amount and pressure of gas(N2) required using ideal gas equation and kinetic theory of gases. Then, use the stoichiometry from reaction (1) to determine the amount of NaN3.
Automotive air bags inflate when a sample of sodium azide, NaN3, is very rapidly decomposed to...
1. Automotive air bags inflate when a sample of sodium azide, NaN3, is very rapidly decomposed: 2NaN3 (s) ―—› 2Na(s) + 3N2(g) What mass of sodium azide is required to produce 2.6 ft3 (73.6 L) of nitrogen gas with a density of 1.25 g/L?
Automotive air bags inflate when sodium azide, NaN3, rapidly decomposes to its component elements: 2NaN3(s)→2Na(s)+3N2(g) a. How many moles of N2 are produced by the decomposition of 1.70 mol of NaN3? b. How many grams of NaN3 are required to form 13.0 g of nitrogen gas? c. How many grams of NaN3 are required to produce 11.0 ft3 of nitrogen gas if the gas has a density of 1.25 g/L?
Automotive air bags inflate when sodium azide, NaN3, rapidly decomposes to its component elements: 2NaN3(s)?2Na(s)+3N2(g) How many moles of N2 are produced by the decomposition of 1.70 mol of NaN3?
10. (10 points) Sodium azide, NaNs, is used to provide gas to inflate automobile air bags. What mass of sodium azide is needed to provide the nitrogen needed to inflate a 70.0 L bag to a pressure of 1.3 atm at 25°C? 2 NaN3 (s) → 2 Na (s) + 3 N2(g)
Automotive air bags inflate when sodium azide decomposes explosively to its constituent elements:2NaN3(s) → 2Na(s)+3N2(g)How many moles of N2 are produced by the decomposition of 3.55 mol of sodium azide?10.71.185.332.371.78
Automotive air bags inflate when sodium azide decomposes explosively to its constituent elements: 2NaN 3 (5) — 2Na (s) + 3N 2 (9) How many grams of sodium azide are required to produce 21.0 g of nitrogen? 0 32.5 01.12 O 0.500 73.1 48.7
Automotive air bags inflate when sodium azide decomposes explosively to its constituent elements: 2NaN3(s)→2Na(s)+3N2(g) How many grams of sodium azide are required to produce 30.5 g of nitrogen?
When sensors in a car detect a collision, they cause the reaction of sodium azide, NaN3, which generates nitrogen gas to fill the air bags within 0.03 s. 2NaN3(s)→2Na(s)+3N2(g) How many liters of N2 are produced at STP if the air bag contains 101 g of NaN3? Express your answer with the appropriate units.
Air bags in cars inflate when an elect rical spark activates sodium azide (NaN₃) so that it decomposes to sodium metal and nitrogen gas. How many liters of N₂ gas are formed for each gram of NaN₃ consumed, if the reaction is carried out at STP.
The sodium azide required for automobile air bags is made by the reaction of sodium metal with dinitrogen monoxide in liquid ammonia: You have 62.8 g of sodium, a 35.5-L flask containing N2O gas with a pressure of 2.48 atm at 23 °C, and excess ammonia. What is the theoretical yield (in grams) of NaN3? 3 N2O (g) + 4 Na (s) + NH3 (l) ---> NaN3 (s) + 3 NaOH (s) + 2 N2 (g) Mass = g