Determining the Optimal Order Quantity with Compound Erlang Demand under (T,Q) Policy

Table 2

The optimal order quantity and corresponding average inventory cost of the two methods.

State grid code of materials	Optimal order quantity Q		Average inventory cost C
	New model	Newsvendor model	New model	Newsvendor model
500012723	7475	4697	0.78	2
500012771	3669	1847	0.91	22
500012797	935	774	1.32	154
500012801	613	261	1.59	1490
500014661	77	21	24.03	244424
500014662	116	32	5.23	106020
500014670	283	83	3.91	15360
500014711	50	11	14.51	819737
500014713	44	10	14.65	1069736
500016589	3987	2552	0.99	10
500016592	3506	2374	1.02	12
500017293	1392	560	1.22	307
500017320	1332	613	1.22	253
500017325	5282	4064	0.89	3
500020609	203	59	3.63	29781
500020612	2557	6792	1.08	1
500021412	57	15	9.11	498517
500021803	505	176	1.89	3338
500021830	1507	617	1.19	250
500021862	5069	2996	0.91	7
500021869	1615	672	1.16	209
500022269	1111	481	1.30	422
500022271	6100	5038	0.96	1
500027151	1219	463	1.35	455
500027464	47	11	11.33	863026
500029690	1541	616	1.22	251
500032681	559	188	1.91	2904
500032682	110	60	4.02	29123
500032684	930	334	1.64	899
500032687	421	133	2.45	5889
500035137	1408	551	1.26	317
500051829	1794	768	1.12	157
500053694	67	18	7.43	321886
500058470	5567	3401	0.91	5
500061526	753	289	1.52	1208
500061564	707	250	1.67	1629
500061758	1145	464	1.30	454
500062282	862	360	1.41	771
500063419	980	366	1.43	743
500064132	4528	3220	0.94	5
500065644	32	7	30.63	2162199
500065658	240	69	4.39	22318
500066495	8558	6212	0.88	1
500067251	1622	775	1.16	154
500067292	2340	1032	1.01	83
500067551	2601	1277	1.02	51
500067567	329	124	2.18	6809
500067652	585	202	1.81	2505
500067654	1135	445	1.32	496