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)
Given the continuously increasing threat s and chal lenges to national security, particularly the possibility of a two-front war, the funds earmarked by the Finance Minister for defence expenditure for Financial Year (FY) 2018-19 are grossly inadequate. The defence budget proposed in the budget speech on 1 February 2018 for the next financial year will neither enable the armed forces to achieve the required levels of defence preparedness, nor permit them to undertake the military modernisation that is necessary to acquire the desired combat capabilities.
According to a statement issued by the Ministry of Defence (MoD), a sum of Rs 2,95,511.41 crore (excluding pensions) has been earmarked as budgetary estimates (BE) for FY 2018-19. This is 7.81 per cent more than the BE for FY 2017-18 (Rs 2,74,114.12 crore) and 5.91 per cent more than the revised estimates (RE) for the year (Rs 2,79,003.85 crore). Leave aside modernisation, the nominal increase is unlikely to contribute even towards making up the shortages in ammunition and equipment as it is barely sufficient to allow for the annual rate of inflation.
Other budgetary parameters too show a downward trend. The allocation of Rs 2,95,511.41 crore for FY 2018-19 is 1.57 per cent of India’s projected GDP for the year. It is projected to be approximately 1.60 per cent of the GDP for FY 2017-18 and was 1.65 per cent in FY 2016-17. At its peak, during the 1980s, the defence budget was 3.5 per cent of the GDP; since then there has been a steady decline.
No matter which yardstick India’s defence expenditure is measured by, it is among the lowest in the world. As a ratio of the Total Central Government Expenditure (TGE), the share of defence is 12.10 per cent for FY 2018-19. In Pakistan, it is 25-30 per cent of the TGE. While India has 1.25 soldiers per 1,000 people, China has 2.23 and Pakistan 4.25.
The ratio of capital to revenue expenditure is also far from the ideal of 50:50 (Capital expenditure is that which is incurred on new acquisitions for modernisation and the replacement of obsolete weapons and equipment plus land and buildings. The revenue budget is for expenditure on salaries, ammunition, transportation, clothing and maintenance, et al.)
Of the defence budget of Rs 2,95,511.41 crore for FY 2018-19, Rs 99,563.86 crore (33.7 per cent) is for capital and Rs 1,95,947.55 crore (67.3 per cent) is for revenue expenditure. Manpower costs take away a large chunk of the defence budget. As the army is manpower intensive (1.2 million personnel), its capital to revenue expenditure ratio is as low as 17:83.
The net effect of consistently low capital budgets is that obsolescent vintage weapons and equipment in service are degrading combat efficiency and no modernisation is taking place, particularly in the army. The worst impact is the inability to acquire precision guided munitions and to modernise the command and control and intelligence, surveillance and reconnaissance systems of the armed forces, even as the three wings of the People’s Liberation Army of China are modernising at a brisk pace.
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)
The pension
bill for the ensuing financial year (Rs 1,08,853.30 crore) is projected to rise
by 26.60 per cent over FY 2017-18 (Rs 85,740 crore, BE). This is more than the
capital expenditure planned for the year! Surely, urgent steps need to be taken
to adopt innovative measures to reduce the costs of manpower in the armed
forces even if the number of personnel in uniform cannot be drastically reduced
immediately due to manpower intensive deployments on the LoC with Pakistan and
the LAC with China as well as for counter-insurgency operations in J&K and
many of the north-eastern states.
On the
positive side, in his budget speech, the Finance Minister announced the
completion of the Rohtang Pass tunnel that will provide an all-weather route to
Ladakh, expressed the government’s satisfaction on the progress of work on the
Zojila Pass (J&K) tunnel and declared the government’s intention to
construct a tunnel under the Sela Pass (Arunachal Pradesh). He also said that
the government will establish two military-industrial corridors to give a boost
to indigenisation. The Defence Minister later said that the first of these is
likely to come up in the Tamil Nadu-Karnataka area (the second in western UP).
Finally,
China and Pakistan, India’s military adversaries, spend 2.5-3.0 per cent and
3.5 per cent, respectively, of their GDP on defence. Parliament’s Standing
Committee on Defence has repeatedly emphasised that defence expenditure should
be progressively raised to 3.0 per cent of the GDP.
India’s
quest for “defence on the cheap” can only lead to another debacle like that of
1962. Even then, the defence budget had fallen to less than 2.0 per cent of the
country’s GDP.
It has been
empirically proved that defence expenditure up to 2.5 to 3.0 per cent of the
GDP has a positive impact on the growth rate of a country’s economy. The
government must gradually provide more funds for defence to enable the armed
forces to acquire the combat capabilities that are necessary to fight and win
tomorrow’s wars.
Simultaneously,
the government must pull out all the stops to genuinely encourage indigenous
manufacture of weapons and defence equipment. India’s aspirations to be counted
as a regional power capable of maintaining peace and stability in the
Indo-Pacific in conjunction with its strategic partners and as a nation striving
for world power status, cannot possibly be realised without self-reliance in
defence acquisition.
Brigadier
(R) Gurmeet Kanwal