For the Royal Marines equivalent, see Corps Regimental Sergeant Major.
Sergeant Major of the Marine Corps
Incumbent SMMC Ronald L. Green since February 20, 2015
Formation
May 23, 1957
First holder
Wilbur Bestwick
Website
http://www.hqmc.marines.mil/smmc
Sergeant Major of the Marine Corps (officially abbreviated to SMMC[1][2]) is a billet, as well as a unique enlisted grade of rank, with a unique non-commissioned grade of rank insignia, in the United States Marine Corps.
Contents
1History
2Sergeants Major of the Marine Corps
2.1Timeline
3See also
4References
5External links
History[edit]
Rank insignia of the SMMC from 1957 to 1970, became the rank insignia for a sergeant major afterwards.
In the U.S. Marine Corps, sergeant major is the ninth and highest enlisted rank, just above first sergeant, and equal in grade to master gunnery sergeant, although the two have different responsibilities. A sergeant major typically serves as the unit commander's senior enlisted adviser and to handle matters of discipline and morale among the enlisted Marines. The Sergeant Major of the Marine Corps is chosen by the Commandant of the Marine Corps to serve as his adviser and is the preeminent and highest ranking enlisted Marine with an order of precedence of a lieutenant general.[3]
Although not officially considered a Sergeant Major of the Marine Corps, when Archibald Sommers was appointed to the grade of Sergeant Major January 1, 1801, it was a solitary post, similar to the modern billet of Sergeant Major of the Marine Corps. In 1833, an act of legislation made the rank of sergeant major permanent for the Marine Corps and by 1899 five Marines held the rank of sergeant major. This continued until 1946, when the rank was abolished, only to be re-introduced in 1954 as part of the Marine Corps rank structure.[4]
The post of Sergeant Major of the Marine Corps was established in 1957 from the order of Assistant Chief of Staff for Personnel at Headquarters Marine Corps, Brigadier general James P. Berkeley, as the Senior Enlisted Advisor to the Commandant of the Marine Corps,[4] the first such post in any of the five branches of the United States Armed Forces.[5] In 1970, the rank insignia of the Sergeant Major of the Marine Corps was authorized (which features three stripes, the Eagle, Globe, and Anchor flanked by two five-point stars in the center, and four rockers) as opposed to the standard Sergeant Major rank insignia (which features three stripes, one five-point star in the center, and four rockers), which was used for the rank from the post's creation in 1957 to 1970. While "Sergeant Major of the Marine Corps" is the full wording of the rank, the verbal address for this is commonly Sergeant Major.
The Sergeant Major of the Marine Corps is selected by the Commandant of the Marine Corps and typically serves a four-year term, though his service is at the discretion of the Commandant.[5] Since Sergeant Major Wilbur Bestwick was appointed the first Sergeant Major of the Marine Corps in 1957, 17 different Marines have filled this post.[6]
On January 20, 2015, Commandant Joseph F. Dunford, Jr. announced that Sergeant Major Ronald L. Green would relieve Sergeant Major Micheal P. Barrett and serve as the 18th Sergeant Major of the Marine Corps on February 20, 2015.[7]
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How can temperature be calculated given relative humidity and dew point? While looking into the better indicator of how miserable it feels outside, either dew point or relative humidity, I came across this statement: The optimum combination for human comfort is a dewpoint of about 60 F and a RH of between 50 and 70% (this would put the temperature at about 75 F). Source: http://www.theweatherprediction.com/habyhints/190/ This led me to this calculator that will calculate the temperature given relative humidity and dew point - for example a dew point of 70 degrees F and a relative humidity of 90% results in a temperature of 73.11 degrees F. The web site for this calculator says the values are based on the August-Roche-Magnus approximation and gives the following equation to calculate temperature: $T =243.04 Large fracfrac17.625 TD243.04+TD-lnleft(fracRH100right)17.625+lnleft(fracRH100right)- frac17.625 TD243.04+TD$ Given the equation I'm still having a hard time figuring out...
I have a recursive function to validate tree graph and need a return condition I have a tree graph. Each node has attribute 'amount'. The rule governing the attribute value of root is this, The root 'amount' value is the sum of the 'amount' attribute of each of it's children. This continues to the last node with children. In other words this tree's attributes are unlike a sum tree, because the root node is not the sum of each node in the tree. Here is a toy example as graph G: nodedict = 'apples': 'amount': 5.0, 'bananas': 'amount': 10.0, 'tomato': 'amount': 50.0, 'total_fruits': 'amount': 15.0, 'total_vegetables': 'amount': 9.0, 'carrot': 'amount': 3.0, 'squash': 'amount': 6.0, 'total_fruits_and_vegetables': 'amount': 74.0 edgelist = [('total_fruits', 'apples'), ('total_fruits', 'bananas...