IRJET- Quantum Key Distribution

International Research Journal of Engineering and Technology (IRJET) e-ISSN: 2395-0056
Volume: 06 Issue: 03 | Mar 2019 www.irjet.net p-ISSN: 2395-0072
© 2019, IRJET | Impact Factor value: 7.211 | ISO 9001:2008 Certified Journal | Page 7190
QUANTUM KEY DISTRIBUTION
Roshini Murali Krishnan1, Suganthi. S 2, Vaishali. R3, Vidhya Prakash. R4
1,2,3,4Department of Computer Science and Engineering, R.M.K Engineering College, Tamil Nadu, India
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Abstract - Protection power of key distribution of most
traditional cryptography relies on mathematical complexity
and the irrational time needed to break the algorithm.
However it will be ineffective if the secret key distribution
technique is susceptible. Quantum key distribution is an
innovative technique for dependable communication in
ever-evolving and more and more vulnerable surroundings.
In quantum key distribution, the secret key is generated by
means of using single particles of light (photon) and their
intrinsic quantum states to create an unbreakable
cryptosystem as an alternative of the use of numerical keys.
This key can be used with any public key encryption
algorithm to encrypt and decrypt a message which can be
sent over a well-known communication channel.
Keywords: Quantum Key Distribution, Middle-in-the-
man-attack, BB84 protocol, Advanced Encryption
Standards, Substitution Permutation Network
1. INTRODUCTION
Quantum Key Distribution is the technique of producing a
private key shared among two entities by using a quantum
channel and an authenticated classical channel (e.g., a
cellphone line). The private key can then be used to
encrypt a message which is sent over an classical channel
(along with internet connection). Contrast to conventional
cryptography where the security is typically based totally
on the fact that an opponent is not able to resolve a
particular mathematical problem, QKD achieves safety via
the laws of quantum physics. An eavesdropper trying to
intervene the quantum key exchange, will be detected as
he will leave some traces. In this case, the QKD protocol
ends the key generation.
1.1.1 UNCERTAINITY
In quantum mechanics, measurement is a major part, not
only an external method as in physics. It is far viable to
encode data into a few quantum properties of a photon so
that any attempt to track them always disturbs them in
some detectable way. The impact arises due to the fact in
quantum communication, certain physical properties of
photons are complementary within the sense that trying
to measure the properties of a particular photon always
disturbs the other photons. This is called Heisenberg
uncertainty principle. The two properties which might be
regularly utilized in quantum cryptography are two
photon polarization; rectilinear polarization (horizontal
and vertical) and diagonal polarization (45° and 135°).
1.1.2 MIDDLE-IN-THE- MAN-ATTACK
Man-in-the-middle attacks in quantum cryptography are
not possible due to Heisenberg's Uncertainty Principle. If
an intruder tries to intercept the photons, he will change
them if he uses the wrong detector. He cannot emit the
photons to Bob correctly again because it will introduce
unacceptable errors into the communication channel. If
entangled photons are used by Alice and Bob, then it is not
possible to attack these because emitting three entangled
photons would reduce the strength of each photon to such
a degree that it can be easily detected. Intruder cannot use
a man-in-the-middle attack, since he would have to
measure an entangled photon disrupting the other
photons and he would have to emit both photons again.
This is not possible to be done by the laws of quantum
physics. Other attacks might occur due to which fibre optic
line is required between the two points linked by quantum
cryptography. If it is possible to tamper with the
equipment used in quantum cryptography, it is possible to
generate keys that are not secure using a random number
generator attacks.
1.2 EXISTING SYSTEM
Modern key distribution techniques are practical and can
be done for any distance. Public key ciphers such as Diﬃe-
Hellman, RSA and ECC are used for exchanging symmetric
keys. Public-key cryptography or asymmetric
cryptography is an encryption scheme that makes use of
two mathematically related, but no longer equal keys - a
private key and a public key. Unlike symmetric key
algorithms that rely upon one key to each encrypt and
decrypt, every key performs a unique function .For
encryption these keys can be used, for instance with AES.
This key distribution technique offers a couple of
challenges. Its security is threatened by using random
number generators, new attack strategies, advances to
CPU power and the emergence of quantum computers.
Quantum computer systems will ultimately render a lot of
modern-day encryption dangers. A specific challenge is
that information encrypted today can be intercepted and
stored for decryption via quantum computer systems. The
primary quantum cryptography protocol defined a way to
use photon polarization states to transmit the secret key
through a quantum communication channel. This protocol
is the BB84 protocol and classified as prepare-and-
measure-based QKD protocol. BB84 protocol uses single
photon to transmit and distribute random bits to generate
the secret key.

1.3. PROPOSED SYSTEM
In proposed system we use the QKD protocol and other
variant protocols which can be the recognized as secure
protocols. The QKD protocol includes four phases. The
first phase is the transmission of the randomly encoded
single photon circulation over the quantum channel from
Alice (the sender) to Bob (the receiver) to establish a
primary key. Alice continues a transient database of the
state of every photon sent. The second phase is shifting
where Bob sends the photons detected and their bases to
Alice over the classical channel. Bases refer to how the
photons have been measured. Photons may be encoded in
certainly one of bases (e.g., horizontal/vertical or diagonal
polarizations).If there is most effectively one photon then
only, one base can be implemented. If the photon base is
not measured properly, the value will be wrong. If it is far
measured within the incorrect base by the photon
detector, the generated value may be random. Alice keeps
in its database best of those entries obtained by Bob in the
proper base and sends this revised list again to Bob over
the classical channel. Bob retains those entries in his
revised listing. Alice and Bob now have an identical shared
key. These keys are of the same length however may
additionally have a few errors. That is referred to as
quantum bit error rate and it is due to eavesdropping. The
third phase is reconciliation to correct these errors. After
errors are removed the sender can send the information to
the receiver using the key.
2. SYSTEM DESIGN AND IMPLEMENTATION
2.1. QUANTUM KEY STATE TRANSMISSION
Essentially there are two types of QKD protocol schemes,
the first scheme is prepare-and-measure-based QKD
protocol and the second scheme is entanglement based
QKD protocol. The Alice has to put together the
information as polarized photon with the usage of photon
detectors and then the Bob ought to measure that photons
dispatched. Prepare-and-measure-based QKD protocol
using Heisenberg’s uncertainty principle in which it is not
possible to measure the quantum states without changing
its unique quantum state.
FIGURE 2.1 PHOTON TRANSMISSIONS
2.2. GENERATION OF RANDOM KEY
A Photon emitter is used to supply photons which are
polarized in four directions- horizontal, vertical, diagonal
left and diagonal right in which each photon can convert
one bit of information like vertical polarization for "0" and
horizontal polarization for "1" or right diagonal
polarization for "1" and left diagonal polarization for
"1".There are two detectors A for horizontal, vertical and
another detector B for diagonally polarized photons. The
photons randomly go through one of the detectors and the
photons are transformed to bits .If the photon become
detected via the incorrect detector the bit generated via
the photon is removed. All the last bits which were shaped
with the aid of the photons accomplishing correct
detectors shape the quantum key.
Figure 2.2. Generation of random key
2.3. ERROR CORRECTION
According no-cloning theorem, the quantum bit (qubit)
cannot be copied or amplified without changing them. This
mechanism allows the QKD system to detect the presence
of eavesdropper via the usage of the error parameter
during the transmission process of photons from Alice to
Bob. In the meantime, in entanglement-based QKD
protocol, Alice and Bob use entanglement photons
principle to distribute secret key.
Entanglement is the state of photons with correlated
physical properties. The entangled photons cannot be
defined by specifying the states of each particle and will
contain information such that it is not possible to obtain
information from a single particle. It is crucial for long
distance communication.
2.4. ENCRYPTION
Using the shared secret Key Alice can encrypt the message
using AES Encryption algorithm and transmit it to Bob. It
consists of three block ciphers: AES-128, AES-192 and
AES-256. The ciphers encrypt and decrypt information in
blocks of 128 bits by using cryptographic keys of 128-bits,
192-bits and 256-bits respectively. The Rijndael cipher
accepts extra block sizes and key lengths but it is not
followed in AES. Symmetric ciphers use the secret key for
encrypting and decrypting, so the sender and the receiver
should both recognize and use the identical secret key.
There are 10 rounds for 128-bit keys, 12 rounds for 192-

bit keys and 14 rounds for 256-bit keys there are many
processing steps that consist of substitution, transposition
and combining of the enter plaintext and reworking it till
the very last output of cipher text. The AES encryption
defines some changes to be carried out on data in the form
of an array. Step one is to put the data into an array after
which the cipher alterations are repeated over some
encryption rounds. The number of rounds is determined
by the length of key-10 rounds for 128-bit keys, 12 rounds
for 192-bit keys and 14 rounds for 256-bit keys. The first
transformation in the AES encryption cipher is
substitution of information using a substitution table; the
second one transformation shifts records rows, the third is
mixing of columns. The final transformation is XOR
operation executed on every column using a distinctive
part of the encryption key. Longer keys need extra rounds
to finish.
2.5. DECRYPTION
Using shared secret key Bob decrypts the message. The
usage of AES decryption rules helps to view the plain text.
AES decryption involves transforming data Rijndael block
decipher algorithm to make it readable to those owning
unique knowledge, commonly referred to as a key. The
Encrypted records can only be deciphered if one has the
key . The decryption set of rules is a fixed of well described
steps to convert data from an unreadable format to a
decoded format. The end result of the process is decrypted
records, referred to as decipher text. AES decryption set of
regulations is an iterated block decipher set of rules with a
tough and speedy block length of 128 and a variable key
duration. The AES operates on 128 bits of data and
generates 128 bits of output. The period of the important
thing used to decrypt this enter records may be 128, 192
or 256 bits. AES has been designed as a SPN(Substitution-
Permutation Network) and decryption manner uses 10, 12
and 14 decryption rounds for key length of 128, 192 and
256 bits respectively.
CONCLUSION
Compared to the classical cryptography, probabilities of
data being intercepted and modified are extremely low in
quantum cryptography. QKD helps in generating secret
keys which is based on the rules of quantum physics. Key
sharing need a communication channel between the
entities which is costly. Quantum principles do not permit
to send keys to two or more different locations due to
which it requires separate channels between source and
many destinations. This is major disadvantage of quantum
communication through optical channel.
FUTURE WORK
Protection of QKD encryption system appears powerful
however it is still experimental and its first users outside
the research community are likely to be the ones for
whom safety is of greater importance than cost. QKD can
be used in network routes and offer Ethernet connections
for high-security communications. It can also be adopted
in government and industries for encrypting important
data.
REFERENCES
[1] Aakash Goyal, Sapna Aggarwal and Aanchal
Jain,”Quantum Cryptography & its Comparison
with Classical Cryptography: A Review Paper”, 5th
IEEE International Conference on Advanced
Computing & Communication Technologies [ICACCT-
2011] ISBN 81-87885-03-3
[2] Marcin Niemiec and Andrzej R. Pach, AGH University of
Science and Technology, ”Management of Security in
Quantum Cryptography”, published in IEEE
Communications Magazine August 2013
[3] Mehrdad Sharbaf, “Quantum Cryptography: A New
Generation of Information Technology Security
System”, 2009 Sixth International Conference on
Information Technology: New Generations
[4] Dr. PhysicsA, Quantum Mechanics Concepts: 1 Dirac
Notation and Photon Polarization, Published on Aug
20,
2013,Available:https://www.youtube.com/watch?v=p
Bh7Xqbh5JQ
[5] Dr. PhysicsA, Quantum Mechanics Concepts: 2 Photon
Polarization, Published on Aug 27, 2013,Part2 of a
series: continues photon polarization , Available
:https: //www.youtube. com /watch?v=zNMzUf5GZsQ
[6] V. Padmavathi, B. Vishnu Vardhan, A. V. N. Krishna,”
Quantum Cryptography and Quantum Key
Distribution Protocols: A Survey”, 2016 IEEE 6th
International Conference on Advanced Computing
Conference
[7] Stamatios V. Kartalopoulos, Williams Professor in
Telecommunications Networking,The University
of Oklahoma,” Chaotic Quantum Cryptography”, The
Fourth International Conference on Information
Assurance and Security
[8] W. K. Wootters and W. H. Zurek, “A Single Quantum
Cannot be Cloned”, Nature 299, 802-803, 1982.

IRJET- Quantum Key Distribution

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